<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Реорганизация Российской академии наук 2013 &#187; бюрократизм</title>
	<atom:link href="http://www.saveras.ru/archives/tag/%d0%b1%d1%8e%d1%80%d0%be%d0%ba%d1%80%d0%b0%d1%82%d0%b8%d0%b7%d0%bc/feed" rel="self" type="application/rss+xml" />
	<link>http://www.saveras.ru</link>
	<description>Хронология, мнения, протесты; наука в РАН</description>
	<lastBuildDate>Wed, 16 Aug 2023 10:23:53 +0000</lastBuildDate>
	<language>ru-RU</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.6.1</generator>
		<item>
		<title>Сбор мнений о бюрократизации РФФИ</title>
		<link>http://www.saveras.ru/archives/5140</link>
		<comments>http://www.saveras.ru/archives/5140#comments</comments>
		<pubDate>Thu, 12 Dec 2013 16:06:34 +0000</pubDate>
						<category><![CDATA[Новости]]></category>
		<category><![CDATA[бюрократизация]]></category>
		<category><![CDATA[бюрократизм]]></category>
		<category><![CDATA[гранты]]></category>
		<category><![CDATA[Мельник]]></category>
		<category><![CDATA[ОНР]]></category>
		<category><![CDATA[РФФИ]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=5140</guid>
		<description><![CDATA[Коллеги, Член совета РФФИ Олег Эдуардович Мельник собирает материалы для выступления на на совете РФФИ по поводу бюрократизации работы этого фонда. Желающие добавить свои предложения/замечания/пожелания могут зарегистрироваться на сайте Общества научных работников и оставить их в виде комментариев. Материал на сайте ОНР: http://onr-russia.ru/content/RFBR_bureaucracy Приводим материал здесь: Коллеги, наверное всех вас, кто является руководителем проектов РФФИ «радуют» [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><strong>Коллеги,</strong></p>
<div>
<p><strong>Член совета РФФИ Олег Эдуардович Мельник собирает материалы для выступления на на совете РФФИ по поводу бюрократизации работы этого фонда.</strong><span id="more-5140"></span><br />
<strong>Желающие добавить свои предложения/замечания/пож<wbr />елания могут зарегистрироваться на <a href="http://www.onr-russia.ru/">сайте Общества научных работников</a> и оставить их в виде комментариев. </strong><br />
<strong>Материал на сайте ОНР: <a style="color: #ea9629; text-decoration: underline; outline: #000000;" href="http://onr-russia.ru/content/RFBR_bureaucracy" target="_blank" data-vdir-href="https://mail.yandex.ru/re.jsx?h=a,1ax-l4--4GNM-sjV_bs2gQ&amp;l=aHR0cDovL29uci1ydXNzaWEucnUvY29udGVudC9SRkJSX2J1cmVhdWNyYWN5" data-orig-href="http://onr-russia.ru/content/RFBR_bureaucracy">http://onr-russia.ru/cont<wbr />ent/RFBR_bureaucracy</a></strong></p>
<p>Приводим материал здесь:</p>
<p>Коллеги, наверное всех вас, кто является руководителем проектов РФФИ «радуют» различные нововведения при оформлении заявок-отчетов. Я регулярно возмущаюсь подобными делами и наконец руководство РФФИ предложило мне выступить на Бюро с разбором полетов. Я постарался проанализировать цикл прохождения гранта. Буду рад любым добавлениям/исправлениям.Анализ цикла прохождения заявки в РФФИ.</p>
<ol>
<li>Подача заявки через систему КИАС. Регистрация всех участников через систему и подтверждение согласия участия в проекте.<br />
Форма заявки достаточно устоявшаяся, позволяет провести экспертизу. Необходимо скрыть от рецензента персональные данные участников проекта – домашний адрес, телефон и др., поскольку их публикация нарушает закон о персональных данных.</li>
<li>Подача бумажной версии заявки. Возможно, стоит подумать об альтернативных способах верификации заявки для подачи только электронного варианта. Это сократит почтовые расходы и неопределенность, связанную с работой почты России. В части зарубежных фондов нет бумажных заявок.</li>
<li>При успешности заявки:<br />
– <span style="text-decoration: underline;">получение номера ЦИТИС</span> (не понятно, зачем он необходим? Раньше гранты обходились без него.)  &#8212; 2 недели + получение подписей руководства организации.<br />
- <span style="text-decoration: underline;">заключение трехстороннего соглашения</span>, составление детализированной сметы + получение подписей главного бухгалтера и руководства организации. Ранее трёхсторонние соглашения с грантодержателями  не заключались. В чем необходимость этого документа? Можно перед подачей заявки заставить руководителя гранта принять условия соглашения и только потом давать ему доступ к формам заявки.<br />
-<span style="text-decoration: underline;"> получение согласия всех членов коллектива. </span>Эти документы дублируют подписи на титульном листе и электронное согласие через систему КИАС. Очевидно, что подписи на них так же могут быть подделаны как и на титульном листе, поэтому никакой дополнительной страховки данная бумага не несет.</li>
<li>Выполнение проекта. Новым является корректировка смет в течение года. Такая корректировка теоретически должна предшествовать трате средств. Например, я покупаю авиабилет. Его цена может изменяться в течение дня. Я подаю заявку на корректировку сметы, но за время ее прохождения цена авиабилета меняется опять. Я могу корректировать смету дважды. Но купить авиабилет по утвержденной РФФИ цене у меня получится только при большом везении.<br />
Откорректированные сметы подаются постфактум, когда все деньги проекта потрачены. Это дублирует финансовый отчет, в котором все приведенные изменения указаны.</li>
<li>Годовой/заключительный отчет. Форма отчета позволяет провести экспертизу проекта и в принципе содержит незначительное количество излишних полей. Полный научный отчет необходимо сразу подавать в форматированном файле, чтобы имелась возможность вставить рисунки и не дублировать текст.<br />
Имеется несоответствие сроков подачи отчета по международным проектам российской и зарубежной стороной. Так в гранте с Королевским обществом Великобритании английские ученые пишут 1 отчет в конце гранта (ноябрь), а российские в феврале каждого года. При этом финансирование невозможно перенести на следующий год. Это существенно усложняет взаимодействие с зарубежным партнером.</li>
</ol>
<p>Читайте на сайте ОНР другие материалы по теме <a href="http://www.onr-russia.ru/tags/%D1%80%D1%84%D1%84%D0%B8">РФФИ</a>.</div>
<p>12 декабря 2013 г.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/5140/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>ОХНМ РАН: О наукометрических методах оценки деятельности учреждений РАН</title>
		<link>http://www.saveras.ru/archives/3689</link>
		<comments>http://www.saveras.ru/archives/3689#comments</comments>
		<pubDate>Tue, 12 Nov 2013 19:54:50 +0000</pubDate>
						<category><![CDATA[Новости]]></category>
		<category><![CDATA[Протест учёных]]></category>
		<category><![CDATA[Реорганизация РАН]]></category>
		<category><![CDATA["эффективный" менеджмент]]></category>
		<category><![CDATA[Агентство]]></category>
		<category><![CDATA[Академия]]></category>
		<category><![CDATA[бюрократизм]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=3689</guid>
		<description><![CDATA[БЮРО ОТДЕЛЕНИЯ ХИМИИ И НАУК О МАТЕРИАЛАХ ПОСТАНОВЛЕНИЕ г. Москва, 15 октября 2013 г. № 93 О наукометрических методах оценки деятельности учреждений РАН Заслушав и обсудив доклады академика Паршина А.Н. (Отделение математики РАН), «О наукометрических методах оценки научной деятельности по результатам мирового опыта» и д.п.н. Маркусовой В.А. (ВИНИТИ РАН) «Академическая и университетская наука в России [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>БЮРО ОТДЕЛЕНИЯ ХИМИИ И НАУК О МАТЕРИАЛАХ</p>
<p>ПОСТАНОВЛЕНИЕ</p>
<p>г. Москва, 15 октября 2013 г. № 93</p>
<h2>О наукометрических методах оценки деятельности учреждений РАН</h2>
<p>Заслушав и обсудив доклады академика Паршина А.Н. (Отделение математики РАН), «О наукометрических методах оценки научной деятельности по результатам мирового опыта» и д.п.н. Маркусовой В.А. (ВИНИТИ РАН) «Академическая и университетская наука в России на основе анализа библиометрических данных WEB OF SCIENCE» и выступления академиков Алдошина С.М., Алешина Н.П., Каблова Е.Н., Мясоедова Б.Ф, Банных О.А., Новоторцева В.М., Егорова М.П., Цветкова Ю.В. (ОХНМ РАН), Бюро ОХНМ РАН отмечает важность объективного анализа мирового опыта применения наукометрических данных для оценки деятельности научных организаций и разумного использования результатов этого опыта в России с учетом специфики научных направлений и организаций.<br />
<span id="more-3689"></span><br />
Бюро ОХНМ РАН считает существенными и полезными особенности британской системы оценки. Она, в частности, предусматривает: 1) запрет использования импакт-факторов журналов, 2) разделение наук на те, где допускается использование библиометрии, и где оно запрещено и 3) использование наукометрических данных в тех случаях, где они допускаются, в качестве вспомогательного средства (после экспертной оценки).</p>
<h3>О создании в РАН системы научной экспертизы</h3>
<p>В связи с вступлением в силу закона о реформе государственных академий наук назрела необходимость создания новой экспертной системы Российской академии наук с усилением роли и экспертных функций отделений РАН и их научных советов по областям и направлениям науки. При этом экспертная оценка, осуществляемая РАН, должна в соответствии с новым законом считаться обязательной для всех научных организаций, занимающихся фундаментальными исследованиями.</p>
<p><strong>Бюро Отделения химии и наук о материалах РАН ПОСТАНОВЛЯЕТ:</strong></p>
<p>1. Создать комиссию под руководством академика Егорова М.П. для разработки положения об индикаторах оценки деятельности научных организаций.</p>
<p>2. Создать Экспертный совет Отделения по экспертизе научных исследований, касающихся компетенции ОХНМ РАН.</p>
<p>Академик-секретарь Отделения академик А.Ю. Цивадзе</p>
<p>Ученый секретарь Бюро ОХНМ РАН канд. хим. наук Г.А.Логинов</p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/3689/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>ОМН РАН: О наукометрических методах оценки научной деятельности (мировой опыт)</title>
		<link>http://www.saveras.ru/archives/3648</link>
		<comments>http://www.saveras.ru/archives/3648#comments</comments>
		<pubDate>Tue, 12 Nov 2013 09:55:26 +0000</pubDate>
						<category><![CDATA[Новости]]></category>
		<category><![CDATA[Протест учёных]]></category>
		<category><![CDATA[Реорганизация РАН]]></category>
		<category><![CDATA["эффективный" менеджмент]]></category>
		<category><![CDATA[Агентство]]></category>
		<category><![CDATA[Академия]]></category>
		<category><![CDATA[бюрократизм]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=3648</guid>
		<description><![CDATA[Источник: ОМН, 09.10.2013]]></description>
				<content:encoded><![CDATA[<p><img alt="" src="data:image/png;base64,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" /></p>
<p>Источник: <a title="ОМН, 09.10.2013" href="http://www.ras.ru/news/shownews.aspx?id=712cab71-cf04-4f54-bc4f-e4da3c0a86d5" target="_blank">ОМН, 09.10.2013</a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/3648/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Полит.ру: Школа: не благодаря реформам, а вопреки</title>
		<link>http://www.saveras.ru/archives/3403</link>
		<comments>http://www.saveras.ru/archives/3403#comments</comments>
		<pubDate>Tue, 05 Nov 2013 08:05:52 +0000</pubDate>
						<category><![CDATA[Без рубрики]]></category>
		<category><![CDATA[Новости]]></category>
		<category><![CDATA["эффективный" менеджмент]]></category>
		<category><![CDATA[бюрократизм]]></category>
		<category><![CDATA[образование]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=3403</guid>
		<description><![CDATA[Интервью с зам. директора по науке лицея «Вторая школа», директором Вечерней многопредметной школы (ВМШ) при лицее «Вторая школа» Александром Ковальджи. Беседовала Наталия Демина.  Часть 1 Продолжая разговор о реформе науки и образования в России. Представьте гипотетическую ситуацию, что вы – министр образования, что бы вы сделали на этом посту? Какой была бы ваша программа-минимум? Я [&#8230;]]]></description>
				<content:encoded><![CDATA[<div>
<div>
<p><em>Интервью с зам. директора по науке лицея «Вторая школа», директором Вечерней многопредметной школы (ВМШ) при лицее «Вторая школа»<strong> <a href="http://sch2.ru/component/option,com_datsogallery/Itemid,58/func,detail/catid,21/id,339/">Александром Ковальджи</a>. </strong>Беседовала <strong>Наталия Демина. </strong></em></p>
<ul>
<li><a href="http://polit.ru/article/2013/10/28/kovaldgi_interview1/" target="_blank">Часть 1</a></li>
</ul>
<p><strong>Продолжая разговор о реформе науки и образования в России. Представьте гипотетическую ситуацию, что вы – министр образования, что бы вы сделали на этом посту? Какой была бы ваша программа-минимум? </strong></p>
<p><span id="more-3403"></span></p>
<p>Я бы, прежде всего, занимался вещами стратегическими. Я бы профессию учителя сделал более привлекательной. Во-первых, с точки зрения оплаты труда, во-вторых, с точки зрения нагрузки. Я бы раза в два уменьшил количество обязательных очных часов для учителя, чтобы у него оставалось время для саморазвития, для написания статей, для участия в дискуссиях и семинарах по обмену опытом.</p>
<p><strong>Какое количество часов вам кажется оптимальным? </strong></p>
<p>Я думаю, что было бы оптимально где-то 12 часов в неделю. Тогда возможна более качественная подготовка, проверка домашних заданий, индивидуальное внимание отдельным детям как слабым, так и сильным, плюс общение с коллегами. Тогда человек бы мог больше заниматься чтением книжек, освоением каких-то программных продуктов, в конце концов, написанием своих книжек. Если же учитель, приходя домой, без сил валится на кровать, то так долго протянуть нельзя, учитель выгорает и деградирует.</p>
<p><strong>Но если опытные учителя не будут перегружаться, откуда взять дополнительное число хороших учителей?</strong></p>
<p>Я сейчас говорю об образе идеального будущего. Сейчас есть больная система, а есть система, к которой надо перейти. Сейчас поощряется большая нагрузка учителей, потому что это повышает среднюю зарплату. Руководители нашего образования помешаны на средней зарплате любой ценой: хотите – сокращайте, хотите – перегружайте, только вынь да положь выше средней по экономике. Это безобразие! Все эти формальные показатели экономической эффективности фиктивны, поскольку ставка-то оплаты труда не повысилась. Да и конкуренция в учительской профессии не так важна, как важно сотрудничество и взаимопомощь, которые при излишней конкуренции не развиваются.</p>
<p>Я думаю, что нужно всячески привлекать к профессии учителя талантливую молодежь, но она туда пойдет, только если будут какие-то перспективы. И в смысле получения служебного жилья, и в смысле не слишком большой нагрузки и еще определенной свободы, потому что учитель не должен быть замучен поурочными планами. Одна учительница мне рассказывала, что в их школе требуют написать все домашние задания с 1 сентября по 31 мая.</p>
<p><strong>Зачем?!</strong></p>
<p>Таков технологический процесс, учитель должен все расписать «от» и «до». Это, конечно, безобразие.  Допустим, учитель видит, что дети забыли, как составлять и решать уравнения, ему бы посвятить урок этим воспоминаниям, но нет поурочные планы приказывают гнать «лошадей» дальше по программе. А то, что программа при таких прорехах не может быть нормально усвоена, никого из проверяющих не волнует.</p>
<p><strong>А если класс будет усваивать какой-то материал труднее или легче, то все пошло-поехало. </strong></p>
<p>Да-да. Как бы я ни готовился к уроку, но если я чувствую, что сейчас у детей возник какой-то важный вопрос, допустим, почему на нуль делить нельзя, я тут же его подхватываю и говорю: «О, какие молодцы, какие замечательные вопросы задаете! Давайте обсудим». На этот разговор может уйти полчаса. Я вроде бы не выполнил программу урока, но я знаю, что с точки зрения их образования такой разговор о делении на нуль может быть более важен, чем любое количество информации, которую я попытаюсь в них впихнуть без желания усвоить с их стороны.</p>
<p>Учителей надо спрашивать по конечному результату, а не по промежуточным отчетам, мол, какое домашнее здание ты дашь ребятам через 10 месяцев. Сейчас я с большим опасением смотрю на систему «Дневник.ру», потому что Институт качества образования и вообще все административные структуры непрерывно обрабатывают текущие отметки, которые учителя пишут в дневнике.</p>
<p>Дальше средних баллов не идет. Средний балл по предмету, средний балл по ученику, средний балл по учителю, средний балл по школе, прогноз среднего балла, и пошло-поехало. Начинается фетишизация этих отметок, а поскольку они начинают играть преувеличенную роль, то, естественно, и учителя, и директора понимают, что от этого зависит их благополучие. Они начинают завышать отметки. Это очевидно, и иначе быть не может. Тем не менее, всё это внедряется.</p>
<p>И мы сейчас опять получаем эти антирейтинги. Руководитель института педагогического мастерства Иван Ященко рассказывал на совещании в Департаменте, что он и его коллеги провели анализ «Дневника.ру», ранжировали школы по средним баллам по предметам, а потом смотрели те же результаты по ЕГЭ, оказалась, что корреляция отрицательная. Чем больше в школе создают видимость благополучия, тем хуже качество обучения на выходе. Спрашивается: кому нужны такие формы контроля и поощрения?</p>
<p><strong>И кому они нужны? </strong></p>
<p>Как кому? Чиновникам. Понимаете, чиновники, вообще, в некотором смысле должны оправдывать свое существование. Если они не будут без конца держать в страхе подчиненных, то вдруг какой-то подчиненный додумается задать вопрос: «А зачем эти чиновники нужны? Может быть, без них лучше, может быть, мы и так справимся».</p>
<p><strong>Второй пункт в нашей программе – что же делать с чиновниками? </strong></p>
<p>Система управления школьным образованием должна быть, конечно же, более доброжелательной. Допустим, приходит какая-то комиссия с проверкой, их самая главная цель – это нагнать страху, найти побольше нарушений и написать какой-нибудь страшный протокол о том, сколько всего надо исправить. Но ведь целью любой комиссии должно быть другое – как помочь школе работать, не застращать, не заставить лезть из кожи вон, а нормально работать.</p>
<p>Во многом у нас не хватает врачей от педагогики: врачей по отношению к детям, врачей по отношению к учителям, врачей по отношению к администрациям школ, то есть некой заинтересованности и доброжелательности. Но у нас, как только что-то не так, то говорят: «Надо снять директора!», «Уволить учителя!». Всё делается какими-то грубыми средствами. Всё держится на страхе, на принуждении. Как горько шутил Евгений Ямбург, «Школа это место, где дети мешают учителям писать отчеты».</p>
<p><strong>С ног на голову.</strong></p>
<p>Понимаете, школа держится на личной, глубокой заинтересованности директора и учителей в их работе. Директор 31-го лицея в Челябинске Александр Попов любит школу, любит детей, страшно переживает за всё, что ему хочется сделать, у него в голове туча планов, только успевай реализовывать, успевай добиваться, ему вечно не хватает денег на реализацию задуманного, он все время ищет, как и что улучшить, как кому помочь. Причем иногда делает фантастические вещи: из какого-то маленького городка приехала мама, сказала, что есть ребенок, который очень интересуется математикой, но у них совершенно нет средств, и А.Попов этого ребенка принял, на свои деньги его поддерживал и так далее.</p>
<p><strong>Как вы объясните то, что с ним происходит? Публикуются предположения, что якобы борьба с ним – это борьба со всем оригинальным и живым в образовании. Почему раньше с ним не боролись, а сейчас начали? Почему он сейчас перестал устраивать чиновников?</strong></p>
<p>Я думаю, что это достаточно случайный процесс, могло быть и на пять лет раньше. То, что именно сейчас, именно в этом году, это случайность. Просто, как говорится, кому-то на мозоль наступил, и началась кампания. Кроме того, тут, может быть, и неслучайно, потому что довольно много сейчас таких случаев, когда хороших учителей подставляют и пытаются их убрать.</p>
<p><strong>Сколько таких случаев вы знаете? Десяток? </strong></p>
<p>Я знаю около пятнадцати.</p>
<p><strong>По разным регионам России? </strong></p>
<p>Да, конечно. Ноя за этим, во-первых, не слежу специально, во-вторых, это, как правило, те случаи, которые вышли на поверхность. Я думаю, что большинство случаев до нас просто не доходят. У учителей и директоров не хватает ни сил, ни умения придать это гласности. Я думаю, что здесь логика, похожая на реформу РАН, что слишком самостоятельные учителя и директора очень раздражают систему управления и вертикаль власти. Они все время показывают, что управляющие только мешают работать. Тот же Попов прекрасно бы обошелся без Управления образованием. А, представьте себе, какая была бы экономия зарплаты на всех этих проверяющих!</p>
<p>Еще у меня есть такая ключевая идея, это относится не только к образованию, а вообще к организациям любой системы, что повышенный контроль должен быть только тогда, когда возникает что-то новое, когда нужно тщательно наблюдать, мониторить, или когда новый учитель, новый сотрудник, и еще непонятно, что он за человек, что он умеет. Знаете, как бывает молодой водитель, а рядом сидит опытный, и второй все время отслеживает, что первый делает, что правильно, что неправильно, дает полезные советы. Но чем лучше у работника идут дела, тем меньше надо его контролировать.</p>
<p>У нас же, когда контролируют учителей, то контролируют всех одинаково: что молодых, что пожилых, для всех одинаковые правила игры. Это неправильно. Как только у человека начинаются успехи, и при этом нет никаких проблем и жалоб, значит, надо ему давать больше свободы и больше денег, и меньше отчетов, вообще, в какой-то момент сказать: «Делай, что хочешь». Тому же Попову я бы сказал: «Делай и проси, что хочешь, а мы будем помогать всем миром».</p>
<p><strong>Странно, что губернатор так не делает. </strong></p>
<p>А им Закон об образовании не позволяет, им Трудовой кодекс не позволяет. Надо менять всю систему сверху донизу. Таким людям нужно лишь какие-то общие направления задавать, и то в качестве пожелания. А у нас, к сожалению, всё сводится к мелочному контролю. В школу приходит очередной проверяющий, и порой доходит до смешного. Есть требование, что все учителя должны повышать квалификацию.</p>
<p>Один из самых известных учителей Москвы по литературе рассказал, как к ним в школу пришла какая-то проверяющая девчонка и говорит ему: «Так, а где у вас курсы повышения квалификации?». Он отвечает: «Милочка, вы знаете, я сам веду курсы повышения квалификации». Она говорит: «Это все замечательно, но у вас должны быть курсы повышения квалификации». «Милочка, но ведь если я прочитал курс повышения квалификации, значит, я его прослушал. Запишите, что я его прослушал свой курс». Вот до чего доходит.</p>
<p><strong>Что же вам дает повод для оптимизма? В целом получился довольно грустный рассказ. </strong></p>
<p>Повод для оптимизма… Ну, и в советские времена выживали, когда было засилье идеологии, когда у каждой школы на стенде перед входом должна была висеть газета «Правда», когда нужно было без конца проводить ленинские зачеты и прочее, и прочее. Я все это проходил. Мы как-то выжили. Однако всё дело в том, что выживают немногие. Многие школы превращаются в совершенно унылые, калечащие детей заведения.</p>
<p>И сейчас то, о чем я говорил, что отметки стали играть слишком гипертрофированную роль в жизни школы, приводит к тому, что детей начинают обманывать и родителей тоже, создают видимость благополучия. То есть по отметкам ребенок отличник, всё ОК. Потом такие отличники идут поступать к нам в школу, и тут выясняется, что по обычной школьной программе они ничего не понимают.</p>
<p>Я стараюсь в присутствии родителей всё это говорить, потому что они должны четко понимать, что происходит с их детьми. Так вот выясняется, что дети просто дрессированные. Они что-то такое близко к тексту выучили, могут типовую задачку в два счета решить, но при этом они не понимают, что они делают, как они решили, чем они занимаются. У меня был такой случай, что парень пришел поступать в 10-й класс. Я говорю: «Понимаете, что вы сильно отстали». «Нет, – говорит, – у меня все хорошо». Да,  квадратное уравнение он решил мгновенно. И тут я его спрашиваю: «А что такое квадратный корень?». И оказывается, что он понятия не имеет, что такое квадратный корень, хотя дискриминанты считает. А еще хуже, когда начинаешь спрашивать, что такое рациональное число или основное свойство дроби.</p>
<p><strong>Как же он вычисляет корни квадратного уравнения, если не знает, что такое квадратный корень?</strong></p>
<p>Автоматически по рецепту. Это называется манипуляция с символами.</p>
<p><strong>То есть он не знает, что такое квадратный корень? </strong></p>
<p>Нет, он вообще не знает, что это такое. Я спрашиваю: «Корень из двух, это как понимать? Допустим, я ничего не знаю, объясни мне, что это такое». Он экает, мекает и даже вспомнить не может. К сожалению, сейчас произошла ужасная вещь, это не только с математикой произошло, что школа превратилась в такой дрессировочный центр. А ЕГЭ, кстати, это очень стимулирует. Если раньше на каждом учебнике математики были написаны слова Ломоносова, что «математику затем изучать нужно, что она ум в порядок приводит», теперь этого не пишут, потому что теперь этого не делают.</p>
<p>Когда я пытаюсь спасти этих детей, я им говорю: «Милые, хорошие, вот вы отличники, значит, вы учитесь ради отметки, но учиться-то надо не для этого, не для мамы, не для учителя, а для себя». А в чем разница? А разница очень большая. Когда человек учится для себя, он хочет понять, чему его учат, зачем его учат, как этим пользоваться, и тогда у него появляются вопросы.</p>
<p>Для меня это критерий: если прошел урок, и у детей не было вопросов по существу, значит, урок был плохой, это вообще не урок. Дети должны учиться активно. Вообще, замечено, что чем сильнее ребенок, тем больше у него вопросов. Причем у сильных учеников такие вопросы, на которые учитель не всегда сразу может ответить. У нас многие учителя говорят: «Знаешь, я дома посмотрю серьезные книжки, посоветуюсь с моими друзьями». Например, ребенок может спросить: «А почему стекло прозрачное, почему свет в нем не застревает?». Попробуйте ответить.</p>
<p>Есть очень простые серьезные вопросы, которые должны возникать. Я у школьников спрашиваю: «Вы проходили, что на 0 делить нельзя? Проходили. А почему нельзя? Ты когда-нибудь задавал этот вопрос? Мало ли, что сказали нельзя, а вдруг можно». Многие дети и родители мне с грустью говорили: «Знаете, мы пробовали задавать вопросы, а учитель на нас сильно сердился и сказал, что “Сначала выучи, а потом задавай вопросы”, или “Не мешай вести урок”, или “Вот выскочка начитался, а теперь из себя изображаешь”». После этого дети перестают задавать вопросы.</p>
<p>По-моему, поощрение детей задавать вопросы – должно быть главным критерием в образовании. Дети должны учиться активно, они должны учиться задавать вопросы, и чем больше, тем лучше. Но вот тут и главной становится проблема квалификации учителя. Большинство учителей тут же окажутся в луже, они не смогут отвечать на вопросы. Я был на уроке одного учителя, правда, младших классов, когда они проходили четные числа. Ребенок его спрашивает: «Скажите, пожалуйста, а ноль – это четное число?». Учитель задумался и сказал: «Нет, это особое число».</p>
<p>Я не хотел ронять авторитет учителя на уроке, но после звонка подошел и сказал: «Вы знаете определение четного числа?». Он говорит: «Да, если оно делится на два». Я спрашиваю: «А ноль делится на два?». Он говорит: «Не знаю». Я говорю: «Как не знаете? Ноль разделить на два будет ноль. Ноль – это целое число, значит, по определению, ноль – это четное число». Он говорит: «Да, буду знать. Спасибо!».</p>
<p>То есть учителей таким вещам не учат. Я учителей физики спрашиваю: «Почему, если в пробку воткнуть две вилки и гвоздик, то на этом гвоздике конструкция качается и не падает?». Как правило, они не знают, редко кто может объяснить, почему существует устойчивое равновесие. Это означает, что самих учителей плохо учили. Я сейчас в Киношколу специально прихожу и беседую с учителями.</p>
<p>Я отказался давать открытые уроки, поскольку у меня был горький опыт, однажды я приходил помогать учителю в класс, все объяснял детям, а после этого авторитет учителя упал, дети перестали его уважать. Они увидели разницу, когда действительно интересно, когда можно задавать вопросы, а свой учитель этого не умел. Так нельзя. Поэтому я сказал: «Я буду вкладывать силы в учителей, делать семинар для учителей. Будем разбирать темы, интересные вопросы, всякие методики, и пусть они дальше это транслируют детям».</p>
<p>Пусть через них дети узнают что-то интересное, а не через кого-то постороннего. И действительно оказалось, что некоторые молодые учителя не знают азбучных истин, но открыты для новых знаний и методик. Будем работать не благодаря реформам, а вопреки. Делай, что должно, а там будь, что будет.</p>
</div>
</div>
<div>ПОДГОТОВКА ИНТЕРВЬЮ: <a href="http://www.polit.ru/author/176280/">Наталия Демина</a></div>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/3403/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Полит.ру: Идеальное будущее школьного образования</title>
		<link>http://www.saveras.ru/archives/3399</link>
		<comments>http://www.saveras.ru/archives/3399#comments</comments>
		<pubDate>Tue, 05 Nov 2013 07:46:25 +0000</pubDate>
						<category><![CDATA[Без рубрики]]></category>
		<category><![CDATA[Новости]]></category>
		<category><![CDATA["эффективный" менеджмент]]></category>
		<category><![CDATA[бюрократизм]]></category>
		<category><![CDATA[образование]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=3399</guid>
		<description><![CDATA[Интервью с зам. директора по науке лицея «Вторая школа», директором Вечерней многопредметной школы (ВМШ) при лицее «Вторая школа» Александром Ковальджи. Беседовала Наталия Демина. Какой вам видится связь между проходящими в России реформами науки и образования? Наших реформаторов мало интересует наука, и мало интересует образование. Их они рассматривают чисто прагматически, как некоторую сферу деятельности, в которой [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><em>Интервью с зам. директора по науке лицея <a href="http://sch2.ru" target="_blank">«Вторая школа»</a>, директором Вечерней многопредметной школы (ВМШ) при лицее «Вторая школа»<strong> <a href="http://sch2.ru/component/option,com_datsogallery/Itemid,58/func,detail/catid,21/id,339/">Александром Ковальджи</a>. </strong>Беседовала <strong>Наталия Демина. </strong></em></p>
<p><strong>Какой вам видится связь между проходящими в России реформами науки и образования? </strong></p>
<p>Наших реформаторов мало интересует наука, и мало интересует образование. Их они рассматривают чисто прагматически, как некоторую сферу деятельности, в которой надо наводить порядок. А порядок в их представлении – это вертикаль власти, это некий винтик в механизме, который должен крутиться по их понятиям хорошо. А хорошо – это значит по очень примитивным критериям, типа среднего балла, ЕГЭ и так далее. И, конечно, экономия денег.<br />
<span id="more-3399"></span></p>
<p>И получается так, что когда люди думают не о том, что, на самом деле, важно, а о том, что легче измерить и урезать, то естественно система начинает работать неправильно. Подумаем, для чего объединяли, укрупняли школы или вузы? С целью оптимизации расходов. Было 5 директоров, – станет один директор или один ректор. Экономия! Или, казалось бы, если в одной школе у детей невелик выбор профильных предметов, объединим, сделаем большую школу, и будет больше профилей. Во многих странах Европы так и делают. Создали образовательные комплексы, и в них вроде бы ребенок может найти всё: кому-то интересна математика, кому-то иностранные языки, а кому-то – биология.</p>
<p>Но на деле получается не так. Те же американцы укрупняли-укрупняли школы 20 лет подряд, а потом поняли, что это не оправдано. Исследования психологов, социологов и педагогов показали, что в образовательных комплексах учителя и директора не так болеют за школу, не воспринимают ее как часть своей жизни. Эффективный менеджер – это не тот человек, который переживает за каждого ребенка. У него уже некий «глобальный» уровень мышления и принятия решений, за которыми он перестает различать детей. Ему нужны отчеты подчиненных, нужны всякие планы, программы и так далее. А для учителя это большой конвейер, в котором нет своего класса.</p>
<p>Для настоящей школы это губительно, если понимать школу как глубокое общение между людьми, где нужно увлечь ученика своим любимым делом. Если ученика не увлечь, то никакие самые передовые технологии не могут достичь тех же результатов, каких удалось добиться настоящему учителю-энтузиасту или директору, который очень любит свою школу и вкладывает в нее душу, а не только зарабатывает себе баллы и деньги. Так, <a href="http://www.liveinternet.ru/users/3446394" target="_blank">Александр Попов</a>, <a href="http://www.fml31.ru/" target="_blank">директор Челябинского лицея №31</a>, очень любит школу, она часть его его существа. И поэтому он все время думает, как помочь каждому ребенку, как улучшить преподавание, он гибко реагирует на любые новые возможности или трудности.</p>
<p>А когда школа превращается в технологическую цепочку, когда запрограммированы все действия, то и учителя, и дети начинают чувствовать себя неуютно. Дети чувствуют, что попали в конвейер, что личность уже особо никому не важна, от них лишь требуется выполнения каких-то заданий, движения по «конвейеру», от контрольных и экзаменов к финальному выпуску «готовой продукции».</p>
<p>Пока, наконец, чиновники не поймут, что нельзя методы технологической настройки оборудования, которые применяются к заводам, фабрикам и так далее, применять к школе и к живым детям, школьное образование будет страдать. Те же американцы сейчас свои огромные комплексы разукрупняют обратно. Они посчитали, проведя тщательные исследования, что оптимальный размер школы – около 500 человек.</p>
<p>Кроме того, практика показала, что специализированные школы – не там, где есть все профили, а где направление работы сфокусировано на одной области: физмат школа, биохимическая, лингвистическая, биологическая и так далее, они более эффективны. Там можно собрать команду преподавателей, профессионалов, которые любят свой предмет, и там возникает особая среда общения. Когда у всех детей в такой школе есть главное увлечение, то дети начинают расти как на дрожжах. В атмосфере, где собраны увлеченные дети и увлеченные учителя, где у всех общий предмет увлечения, качество обучения гораздо выше, чем в школе, фрагментированной на маленькие кусочки профильных классов, и где учителя не представляют собой единого коллектива.</p>
<p>Но если школа объединена под одной крышей лишь формально, то это уже не целостный организм. Разве что в ней есть общая бухгалтерия, общий директор, который не очень вникает в детали. Но сам учебный процесс всё равно фрагментирован, математики решают свои проблемы, а гуманитарии – свои. Кроме того, система формальных показателей качества обучения и успешности учителей построена так, что детям выгоднее выбирать предметы попроще, чтобы набрать нужное количество кредитных баллов. И учителям тоже выгоднее упрощать свой курс, чтобы дети становились более «успешными».</p>
<p>Этот культ успешности пошел из Америки. Там очень многонациональное и многослойное общество, там сложный социальный, интеллектуальный, культурный, религиозный состав населения, и было очень трудно обучать всех детей на высоком уровне. Поэтому там ввели дифференцированное обучение, которое якобы по выбору. Но понятно, что ребенок из бедной негритянской семьи, конечно, не будет выбирать себе сложный – профильный уровень по разным предметам.</p>
<p>Но смысл был не в том, чтобы дети лучше учились, а в том, чтобы уменьшить социальную напряженность. Во времена президента США Дж. Кеннеди в стране были серьезные этнические и социальные конфликты. И кто-то из психологов выдвинул идею, что для снятия напряженности в обществе нужно детей больше хвалить и меньше ругать. И вообще у ребенка должно быть впечатление, что у него всё ОК.</p>
<p>Поэтому сейчас мы наблюдаем, что в американских школах запрещено ставить двойки, запрещено критиковать учеников, и вообще учитель связан по рукам и ногам, он только «урокодаватель». Некоторые наши учителя, которые уезжают в Америку, сталкиваются с колоссальными трудностями, когда родителям нельзя сказать правду. Как только они родителям говорят: «У ребенка такие-то проблемы, надо бы …», те тут же жалуются директору, и директор ставит вопрос об увольнении учителя из школы.</p>
<p><strong>Странно, да.</strong></p>
<p>К сожалению, мы идем по этому же пути. То есть мы копируем чужой опыт, причем копируем без разбора, без попытки привязать его к нашим традициям, нашим условиям, к нашему благосостоянию, копируем грубо и бездумно. И я для себя объяснил, почему это так. Конечно, у нас есть свои проблемы, их надо решать, но у нас совершенно не тиражируется, не транслируется собственный положительный опыт. У нас масса «историй успеха» в разных городах и разных школах. Но этот опыт так и остается уникальным событием. Ни Российская академия образования, ни Министерство образования и науки не посылают туда специальных комиссий, делегаций, чтобы этот опыт как-то обобщить или хотя бы зафиксировать. Все наши учителя-новаторы работают сами по себе, их опыт открыт лишь узкому кругу лиц.</p>
<p><strong>Почему это происходит?</strong></p>
<p>На мой взгляд, государственная система устроена у нас по принципу формальной эффективности. Делается то, что можно реализовать побыстрее, то, что можно реализовать с наименьшими затратами сил и денег, и в то же время позволит обогатиться тем, кто эти реформы проводит. Когда наши большие чиновники берут и копируют чужой опыт, то, во-первых, они ничего не придумывают сами, но все лавры пожинают. Все денежные потоки все равно идут через них, и они их распределяют, и они знают, как их осваивать. Вот в этом беда.</p>
<p>Экономический механизм государства устроен так, что власти выгодно часто устраивать крупные реформы. И это путь к катастрофе. У нас государственная система работает без обратных связей, у реформируемых никто не спрашивает, хотят ли они этих реформ, а главное, никто не интересуется, хорошо ли они проведены. Нужно лишь поставить галочку в отчете и переходить к следующей реформе. Так устроена наша система управления.</p>
<p><strong>Как вы относитесь к инициированной властью реформе Академии наук?</strong></p>
<p>Как только я об этом услышал, то подумал, что решили закрыть последний источник самостоятельности и, как говорят, вольнодумства. Я еще тогда не знал про «Академсервис» и прочее. Самоуправляемая система никак не может вписаться в нашу вертикаль власти. Она не подчиняется логике наших высших чиновников. Поэтому я думаю, что главным устремлением было, все-таки, подчинить ученых и управлять ими напрямую. А если задача «подчинить и управлять», то естественно этим должны заниматься менеджеры, а не члены Академии наук. Отсюда и возникает идея управления имуществом. То есть заодно оказывается, что это еще и выгодно. Выгодно тем конкретным людям, которые этим будут заниматься.</p>
<p>Кроме того, я думаю, что здесь большую роль играет неуважение к науке. Денежные воротилы, которые расплодились в высших эшелонах власти, понимают, что для того, чтобы хорошо жить, совершенно не нужно хорошее образование. Нужно лишь уметь добраться до рычагов власти, до денежных потоков и дальше это все распределять и осваивать. И эта логика, что главное – тотальный контроль и управление финансовыми потоками, порождает раздражение чиновников ко всяким умникам, которые что-то там позволяют себе говорить, когда у них нет ни власти, ни денег. Независимое мнение – постоянный источник раздражения.</p>
<p>Именно поэтому наши высшие и низшие чиновники охотно присваивали себе липовые звания докторов и кандидатов наук. Но это было лишь побрякушкой вроде браслетов и дорогих машин. А то, что наука – дело серьезное, наука – дело стратегическое, это выпадало из логики обогащения, логики власти, которых они добивались.</p>
<p>И еще одна причина, которая все это породила, состоит в том, что Россия – слишком богатая страна. То есть она настолько богатая, что можно иметь абсолютно неэффективную систему управления и при этом обеспечивать беззаботную жизнь, по крайней мере, высшим эшелонам власти. Над этим один экономист очень горько пошутил: «Нашему правительству, нашему руководству достаточно иметь 120 000 специалистов на всю страну, которые будут обслуживать нефтяную и газовую трубу. Все остальные не нужны, они просто лишние люди». И пока у нас такое незаработанное трудом и профессионализмом благосостояние будет продлеваться, боюсь, что ничего не изменится. Пока не рухнут цены на нефть, наше государство будет позволять себе такие безобразные поступки в виде разгона Академии наук и унижения ведущих ученых.</p>
<p>Потом они же приползут к этим академикам с просьбой: «Спасайте, придумайте что-нибудь, чтобы страна не пришла к полному развалу». Всё это чванство, неизбежно, кончится, как только в стране начнутся серьезные проблемы. А проблемы начнутся довольно скоро. По прогнозам специалистов грядет так называемая «сланцевая революция», когда будут освоены уже созданные дешевые технологии добычи нефти и газа из сланцев. В Америке эти дешевые технологии настолько развиты, что в США перестали закупать нефть и газ, им хватает своих. Если Украина освоит эти технологии, а у них гигантские залежи сланцев, то наши нефть и газ им больше не понадобятся. И цены на углеводороды обрушатся. А у нас половина бюджета держится на нефтяных доходах. И тогда окажется, что у нас нет нормальных дорог, ни на машиностроения, ни сельского хозяйства, и вообще страна не интересна миру. Единственное, что у нас останется, распродавать территории.</p>
<p><strong>Критики говорят, что Академия наук не могла себя, как Мюнхгаузен, самореформировать, что обязательно нужно было давление извне. Вы верите в возможность самореформирования крупной системы?</strong></p>
<p>Сначала, надо понять, в каких условиях функционирует эта крупная система. Крупная система хорошо функционирует, когда работают те самые обратные связи, когда что-то разрабатывается, что-то внедряется, когда та же Академия наук не висит в безвоздушном пространстве. Нобелевский лауреат Жорес Алферов написал письмо Президенту со словами: «У нас множество первоклассных разработок, которые не внедряются, некому внедрять. Нет технологической базы, нет денег». Значит эта крупная система, по-настоящему, не востребована, нет приводных ремней, и мотор крутится вхолостую.</p>
<p>Наука в системе, в которой она не востребована, не может нормально развиваться, и тем самым не может реформироваться. Потому что она же не может ради самой себя существовать. Наука – всегда часть государства. Она, во-первых, должна развивать технику, экономику, во-вторых, она должна развивать образование, а наука у нас тоже достаточно отстранена от образования. Мы сейчас говорим о том, что надо как-то наладить такую связь между наукой и образованием, но связи нет, и денег на это нет, и политической воли на это нет. У нас сейчас загибается журнал «Квант», едва дышит, а кого это волнует? Когда-то журнал «Квант» выходил тиражом в 300 тыс. экземпляров, а сейчас – 3 000. В другом бы государстве чиновники от науки и меценаты бросилось спасать такой журнал.</p>
<p><strong>Кажется, что такая же судьба у многих научно-популярных журналов.</strong></p>
<p>Я вижу, что все беды от того, что у нас больное государство. Дело не в Академии наук, а в том, что разваливается всё, куда ни посмотри. И одна отдельно взятая Академия наук не может чувствовать себя хорошо и провести отдельно взятые успешные реформы. Тут нужны глобальные перемены. У нас же перевернутая пирамида власти, когда любой чиновник подчиняется не людям, а только более высокому чиновнику. Он абсолютно не зависит от тех, ради кого он существует. Чиновник давно перестал быть слугой народа. Он – слуга вышестоящего начальника, обслуживает своего патрона. Если он плохо будет обслуживать, его поменяют на более услужливого. Так формируется отрицательный отбор по вертикали власти: всплывают на поверхность не те, кто болеет за дело, а те, кто умеет лучше угодить. Причем угодливым прощаются многие прегрешения в особо крупных размерах.</p>
<p><strong>И что же делать? В условиях, когда нет нормальной политической системы, выборов, суда, создавать какие-то локальные ниши для выживания всего живого?</strong></p>
<p>Дело в том, что у нас всё живое пытаются закатать под асфальт. Потому что живое раздражает и пугает начальников, им удобнее, как при социализме, планово-распределительная система, к ней и возвращаемся.</p>
<p><strong>Как живется «Второй школе»?</strong></p>
<p>К нам приходили очень настойчивые предложения с кем-нибудь объединиться. Но мы находили веские аргументы, почему такое объединение – неудачное. Тогда нам предлагали новые варианты. Где-то после четвертого предложения, когда мы опять отбились, от нас временно отстали. Но я не знаю, надолго ли отстали.</p>
<p><strong>Продолжается ли в Москве процесс укрупнения-оптимизации?</strong></p>
<p>Да, к сожалению, он продолжается.</p>
<p><strong>Насколько он удачен? </strong></p>
<p>По-моему, он не может быть удачным. Возможно, с точки зрения экономики, на объединившиеся образовательные организации стали меньше тратить денег, но если говорить психологически, то уже сложившиеся коллективы разрушены, так как они уже не имеют возможности самоорганизовываться, как это было раньше. Но я говорю о лучших школах. Понимаете, если какая-то школа в полном упадке, то ее что объединяй, что не объединяй&#8230; Я говорю о хороших школах. Даже школа № 57 и та стала говорить, что ей тяжело с новой школой, где всё не так.</p>
<p>Сейчас школы теряют индивидуальность. Школы были разные. Были обычные, были специальные, школы для трудных детей, для больных детей, логопедические школы. Сейчас введено финансирование по одинаковым правилам. И мы сразу почувствовали проблемы, у нас была система ассистентов. Нам было важно, чтобы, во-первых, детям уделялось больше внимания, потому что когда учитель один, это одно, а когда у него есть помощник, то можно вдвое быстрее отвечаь на любые вопросы, раздать любые материалы, проверять домашние работы.</p>
<p>Кроме того, такая система способствовала воспроизводству хороших учителей. Те старшеклассники, студенты, выпускники, которые приходили ассистентами, довольно быстро вырастали в преподавателей. При такой системе не нужно было никаких пединститутов, они уже овладели методикой, у них уже есть материалы, есть опыт общения с детьми и коллегами и так далее.</p>
<p>И нынешняя «уравниловка» нас подкосила, потому что мы стали экономить на совместителях, на полставочниках, на ассистентах. Это конечно беда, ведь для сильных школ такое самовоспроизводство необходимо как воздух. Сейчас мы пытаемся эту систему удержать. Мы – математическая школа, а сейчас принята программа поддержки математических школ, значит, мы как-нибудь выплывем. Мы стали ресурсным центром, будем читать лекции и зарабатывать себе деньги. Но что делать обычным школам, не математическим, не биохимическим и не языковым? Как они будут выживать, я плохо себе представляю.</p>
<p><strong>Алексей Сгибнев, учитель школы «Интеллектуал», <a href="http://trv-science.ru/2013/10/08/kak-lzha-est-dushu-ili-egeh-i-gei/" target="_blank">рассказал о том, что у выпускников</a>, сдававших ЕГЭ честно, были проблемы из-за того, что списавшие получили более высокие баллы. Ваших выпускников как-то это затронуло?</strong></p>
<p>У нас всегда был высокий балл по ЕГЭ, поэтому практически все, кто хотел куда-то поступить, туда и поступают. Но есть проблемы в течение года. Поскольку многие родители знают про все эти безобразия с ЕГЭ, то они думают, какие меры предпринять. Сначала они боялись кавказских республик, где было много «стобальников», непонятно каких и откуда взявшихся. Это очень напрягало родителей. Ведь стобалльники автоматически зачисляются в вуз и, тем самым, сокращают число бюджетных мест для поступления.</p>
<p>Сейчас к этому добавилось глобальное списывание, которое резко повысило число нечестных поступающих. В этом смысле родители мандражируют, они пытаются нанять репетиров. И хотя мы объясняем, что репетиторы не нужны, что качество обучения у нас достаточное, все равно они на это идут. Это ведет к перегрузке детей. Но родителям кажется, что если они отстегнули деньги на репетитора, то исполнили свой долг, для большей надежности. А то, что ребенок недосыпает или спит на уроке, их не волнует. Короче говоря, с ЕГЭ, проблема тяжелая.</p>
<p><a title="" href="http://polit.ru/media/photolib/2013/10/25/kovaldgi_2.jpg" rel="lightbox[1]"><img alt="" src="http://polit.ru/media/photolib/2013/10/25/kovaldgi_2.jpg" width="600" height="450" /></a></p>
<p><strong>У вас есть решение этой проблемы? Что делать с ЕГЭ в наших условиях в России? </strong></p>
<p>В условиях России я бы, конечно, многое поменял. Во-первых, ЕГЭ лучше бы спустить на уровень 9-го класса, там бы он был более-менее уместен. Тогда он будет проверять действительно, насколько дети усвоили базовую школьную программу. Потому что совмещение выпускного экзамена с поступлением в вуз, – это ложная посылка. Да и борьба с коррупцией породила лишь новую коррупцию. Получилось только хуже. Все, кто предупреждал о последствиях такого ЕГЭ еще в 2001 году (я специально перечитывал статьи), как в воду глядели: то, что мы сейчас пожинаем, это было ясно еще тогда.</p>
<p><strong>Вам скажут, что дети из регионов теперь могут поступить в центральные вузы, что возросла географическая мобильность. </strong></p>
<p>Во-первых, здесь и не пахнет равноправием, потому что ребенок из сельской местности не может подготовиться к ЕГЭ так, как это могут дети в крупных городах. Потом ребенок сюда приезжает без мамы и папы, особенно если семья небогата, то как он проживет при московских ценах, абсолютно заоблачных для жителей из глубинки. Ребенок просто не сможет учиться здесь по материальным соображениям, потому что на стипендию не проживешь, а родственников поблизости нет, это страшное дело.</p>
<p><strong>Но как же организовать систему поступления в вузы без ЕГЭ? Вернуться к прежней системе? </strong></p>
<p>Давайте смотреть, что делается. Допустим, позакрывали кучу так называемых неэффективных вузов в регионах. Но они могут быть неэффективными по сравнению с Москвой и Санкт-Петербургом, а у себя в регионе они выполняли самую что ни на есть жизненно важную функцию. Они обеспечивали и воспроизводство кадров, и образование, и медицину, а их признали неэффективными по сравнению с самыми лучшими вузами и позакрывали. Это же просто вредительство.</p>
<p>Или у нас была кампания по закрытию педагогических вузов, что их надо присоединять к университетам, и в результате опять же оголили провинцию. Раньше были свои пединституты, которые поставляли учителей. А сейчас непонятно, кто пойдет преподавать. Тоже самое и с врачами и так далее. У нас ведь сначала бросают лозунг, а дальше под него подверстывают всё остальное.</p>
<p>По моим понятиям, российская школа переживает очередные тяжелые времена. Есть большой накопленный эффект проблем. Он состоит в том, что учителя находятся в достаточно униженном состоянии. Профессия учителя воспринимается как неперспективная для карьеры, профессия не денежная, профессия тяжелая, из этого следуют психологические проблемы. Если проверять тетради честно, то это очень тяжелый труд. Индивидуальная работа со школьниками – это очень тяжелый труд.</p>
<p>Короче говоря, профессия учителя и тяжелая, и не престижная, а потому талантливая молодежь в учителя не идет. Но ведь главная фигура в образовании – это учитель. Если есть хороший учитель, то у него может не быть хорошего учебника, но он хорошо научит. И наоборот, если учитель не любит свою профессию, если он слабый учитель, то ему дай самые лучшие программы, самые лучшие учебники, он ничему детей не научит.</p>
<p>Поэтому самая главная проблема образования – это престиж профессии учителя, оплата его труда, его нагрузка. Если профессия учителя будет уважаема в обществе, то можно не думать о стандартах и программах, напротив, состоявшиеся учителя сами предложат, что и как нужно менять.</p>
<p>У чиновников и общества должно быть доверие к учителю. Однако ими все время пытаются управлять. Сейчас, например, чиновники предлагают отменить домашние задания. Это же позор для государства! Предлагающие такое люди занимаются не своим делом. Представьте себе, что генеральный конструктор Сергей Королев занимался бы вопросами винтов и гаек в слесарной мастерской, это не его уровень: слесарь лучше знает, какие ему нужны винты и гайки, и как их закручивать, для этого не надо Постановления Правительства.</p>
<p>Как раз об этом была передача на телеканале «Мир», и я сказал, что давайте доверять учителям. Например, у нас в школе есть разные типы учителей. Одни придают большое значение домашнему заданию, они специально подбирают задачи, специально разбирают их на уроках, это некая часть их обучающего процесса. Но есть не менее успешные учителя, которые совсем не задают домашних заданий, у них ставка на другое: они развивают интерес школьников, устраивая какие-то беседы, факультативы, советуют специальную литературу.</p>
<p>Еще есть учителя, которые задают домашнее задание, а потом его не проверяют. У них такая система: они в начале урока дают десятиминутную проверочную работу, если человек дома не потренировался, он, скорее всего, провалит эту десятиминутную работу. Дети сами понимают, что «домашка» – им в помощь, чтобы они могли разобраться что к чему и, соответственно, проверить себя на следующем уроке.</p>
<p>Систем много, и не надо всё это унифицировать, не надо ничего вводить или запрещать. Учитель, если он профессионал, лучше знает, как ему работать с детьми. Также как не надо издавать Указов Президента или Постановлений Правительства как медсестрам делать уколы. Это не уровень верховной власти, это уровень соответствующих медицинских учреждений.</p>
<p>Нынешняя тенденция к заорганизованности и ручному контролю меня тревожит. Чиновники пытаются всё и подмять под себя, при этом считая, что раз они проводят реформы, то знают, как лучше.  Я читал книгу об  американском опыте внедрения всяких школьных реформ, их аналитики пришли к выводу, что даже очень хорошие идеи не проходят, если директора, учителя и родители плохо понимают, зачем это нужно. Все должны участвовать в процессе внедрения, – нельзя так, что сверху что-то валится, а мы все начинаем это брать под козырёк. Тогда получается только хуже.</p>
<p>И школа, и наука – системы достаточно консервативные, в хорошем смысле слова. Они хотят очень осторожно внедрять всё новое, потому что разрушить старое легко, а приживить новое – очень трудно. Так же как нелегко прививать растения, и еще труднее прививать какие-то нововведения. Тем более что иногда эти нововведения не продуманы, не проверены, не своевременны.</p>
<p><em>О том, какой была бы программа-минимум А. Ковальджи, стань он министром образования, читайте во второй части интервью. </em></p>
<p><strong>См. также: </strong></p>
<ul>
<li>А. Ковальджи. <a href="http://ilib.mccme.ru/2/40-kovaldji.htm" target="_blank">Записки о Второй школе</a>.</li>
</ul>
<p>ПОДГОТОВКА ИНТЕРВЬЮ: <a href="http://www.polit.ru/author/176280/">Наталия Демина</a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/3399/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>О круглом столе молодых ученых РАН «Сохраним науку вместе» (19.10.2013)</title>
		<link>http://www.saveras.ru/archives/2975</link>
		<comments>http://www.saveras.ru/archives/2975#comments</comments>
		<pubDate>Tue, 29 Oct 2013 18:46:45 +0000</pubDate>
						<category><![CDATA[Новости]]></category>
		<category><![CDATA["эффективный" менеджмент]]></category>
		<category><![CDATA[академическое сообщество]]></category>
		<category><![CDATA[бюрократизм]]></category>
		<category><![CDATA[Инициативная группа молодых учёных РАН]]></category>
		<category><![CDATA[Мнения]]></category>
		<category><![CDATA[молодые учёные]]></category>
		<category><![CDATA[пропаганда]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=2975</guid>
		<description><![CDATA[19 октября в Музее-библиотеке Н.Ф. Федорова при поддержке Общественного движения «Сохраним науку вместе» состоялся одноименный круглый стол представителей молодого поколения ученых РАН, других научных учреждений,  работников сферы высшего и среднего образования. Властный произвол, равнодушие общества к проблеме реформы РАН, граничащее со злорадством, а также пассивность огромной части самого академического сообщества привели к тому, что «на [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>19 октября в Музее-библиотеке Н.Ф. Федорова при поддержке Общественного движения «Сохраним науку вместе» состоялся одноименный круглый стол представителей молодого поколения ученых РАН, других научных учреждений,  работников сферы высшего и среднего образования.</p>
<p>Властный произвол, равнодушие общества к проблеме реформы РАН, граничащее со злорадством, а также пассивность огромной части самого академического сообщества привели к тому, что «на волоске висят» профессиональные судьбы большинства научных коллективов и сотрудников РАН, а значит и будущее фундаментальной науки в стране, ее мыслительный, созидательный потенциал. Однако, несмотря на весь драматизм ситуации, дискуссию 19 октября определила идея не конца, но поиска – организационных форм научного протеста, его стратегий, путей сближения ученых и не ученых.</p>
<p><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6698.jpg"><img class="alignnone size-medium wp-image-3006" alt="IMG_6698" src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6698-300x225.jpg" width="300" height="225" /></a></p>
<p><span id="more-2975"></span></p>
<p>Необходимый тон обсуждению  был задан с самого начала, во вступительном слове  д.ф.н., в.н.с. Института мировой литературы им. А.М. Горького РАН, заведующей Музеем-библиотекой Н.Ф. Федорова  <b>Анастасии Гачевой</b>, напомнившей собравшимся о том, что 2013-й – год 150 летнего юбилея Владимира Вернадского. На примере великого ученого-мыслителя Анастасия говорила об истинном горизонте ответственности и дерзновения научной мысли, рядом с которым сегодняшние критерии эффективности, прибыльности кажутся ложными, одномерными, о такой характерной черте русских ученых, как стремление выйти за рамки кабинетности к широким проблемам общества, культуры, государства:</p>
<p>- В годы Первой мировой войны Вернадский говорит об ответственности науки, об интернационале ученых, создает комиссию по изучению производительных сил России. В 1919–1920 гг., когда шла Гражданская война, и люди выживали, боролись за кусок хлеба, он пытается собрать ученых сначала в Киеве, затем в Симферополе, говорит о государственном значении научной работы и налаживает эту работу.  Вернадский дает образ и пример того, что и в самые трудные времена не следует опускать руки. А главное – он обосновывает планетарное значение науки, видит в ней одну из ведущих сил развития мира, созидания ноосферы, нового, организованного, состояния биосферы, сферы разума, творчества, культуры. &#8212;  заявила Гачева.</p>
<p>Д.х.н., в.н.с., проф. Института нефтехимического синтеза РАН <b>Александр Алентьев</b> поделился на круглом столе своим видением организационных основ Общественного движения «Сохраним науку вместе», выросшего из Инициативной группы молодых ученых РАН. По мнению Алентьева участникам <i>ОД</i> нужно, как и прежде, избегать пирамидальных построений,  придерживаясь горизонтальной, сетевой структуры, роль и место каждого из членов которой может меняться от этапа к этапу.</p>
<p>Сотрудник Института Глобализации и Социальных Движений и редакции интернет-журнала &#171;Рабкор&#187;, активист Левого фронта <b>Иван Щёголев</b> попробовал определить внешние, политические принципы <em>ОД</em>. По его словам борьба за социальные права, основанная на идеях самоорганизации, демократизма и солидарности, относит &#171;Сохраним науку вместе&#187; к левым общественным движениям. Щёголев заметил, что уровень дисциплины у ученых гораздо выше, чем  в других подобных объединениях, при этом, по его мнению, нашим активистам тоже еще предстоит поработать над собой, развивая привычку к  внутренней критике и самокритике – залогу развития  движения, пополнения его авангардных рядов.</p>
<p>К.ф.н., сотрудник Института философии РАН <b>Софья Пирожкова</b> говорила на круглом столе о кризисе корпоративного сознания академического сообщества в России, со всей очевидностью проявившемся, когда выйти на защиту РАН оказались готовы лишь несколько тысяч человек. Что если наша академическая идентичность, ментальное единство, овеянное 300-летней традицией, последние 20 лет является миражом? Не в этом ли рассеянии кроется истинная причина падения Академии, которую ранее не удавалось сломать ни одному режиму? Во многом именно эти вопросы определили собою выступление Софьи.</p>
<p>Важно при этом отметить, что в нем звучало не одно лишь сомнение, но и утвердительная интонация – воля к восстановлению утраченной целостности, продолжению начатого процесса консолидации с опорой на стратегию  небольших шагов, таких, например, как создание профессионального информационного ресурса <a href="http://www.saveras.ru/">www.saveras.ru</a></p>
<p>Софья убеждена: только вернув к жизни академическое сообщество, заново заявив его в качестве субъекта социального процесса, мы сможем перестать играть по чужим правилам, выйти на диалог с широким кругом своих сограждан. Более того, она предположила, что поборов свою профессиональную разобщенность, являющуюся частным проявлением дезинтеграции всего российского общества, мы, возможно, найдем пути решения этой второй, глобальной проблемы.</p>
<p>К.п.н., политолог, директор Института Глобализации и Социальных Движений <b>Борис Кагарлицкий</b> призвал ученых, уже сейчас, не сосредотачиваясь на реконструкции своего  корпоративного сознания, обратиться к решению общенациональной проблемы рыночной экспансии, подминающей под себя все области социальной жизни. По мнению Кагарлицкого нужно переломить сложившуюся ситуацию, когда эта общая беда в лучшем случае осознается как внутрипрофессиональная драма, разъяснить максимально широкому кругу людей связь между проблемами образования, здравоохранения, науки, ЖКХ. Именно в этом пропагандистском усилии, новом хождении в народ, собирании его на борьбу, он видит грядущие задачи ученого сообщества, обладающего редким сейчас качеством системного мышления, целостного видения ситуации. В качестве основных путей реализации этой активности Кагарлицкий назвал налаживание связей с разнообразными социальными движениями, сводными профсоюзами, провинциальными университетами и вузами.</p>
<p>О необходимости выхода вовне говорилось также в докладе к.х.н., научного сотрудника Центра фотохимии РАН <b>Александры Фрейдзон </b>«Популяризация и пропаганда науки, как средство борьбы за ее выживание». В ряду предложенных инициатив особенно интересной представляется идея просветительской работы ученых со школьниками, причем самыми обычным, не зачисленными в одаренные. Правда, большие сомнения вызывает возможность привести свободомыслящих, творчески настроенных ученых в современную школу с ее узкими образовательными стратегиями,  но здесь, по словам Анастасии Гачевой, могут прийти на помощь городские библиотеки, еще хранящие ресурс свободной, не обезличенной педагогики.</p>
<p>В продолжение темы пропаганды науки, к.ф.-м.н., научный сотрудник Института ядерных исследований РАН <b>Дмитрий Левков</b> рассказал на круглом столе о двух интернет-проектах, недавно запущенных силами молодых ученых РАН. Первый – блог в ЖЖ ras_daily, размещающий материалы о буднях различных научных лабораторий и коллективов внутри Академии, о наиболее существенных открытиях и достижениях ее членов. Второй &#8212; сайт www.saveras.ru, который, благодаря своей хорошо разработанной структуре  и постоянному обновлению информации, является подспорьем для тех, кто следит за ситуацией вокруг реформы РАН.</p>
<p>Своим видением путей сближения ученых и не ученых поделились также к.ф.н., с.н.с. ИМЛИ им. А.М. Горького РАН <b>Анна Акимова</b> и м.н.с. Физического института им. П.Н. Лебедева РАН <b>Кирилл Перваков</b>. Анна рассказала о том, как, еще в советское время, когда у ИМЛИ хотели отнять один из его флигелей, именно обычные люди отстояли собственность института, который тогда являлся настоящим центром культурной жизни района, устраивая открытые лекции и концерты. В свою очередь, Кирилл предложил продолжить устраивать подобные круглые столы, но по возможности расширять их аудиторию, приглашая к участию в дискуссии широкий круг представителей вненаучной общественности. По его мнению, следующее такое обсуждение вполне могло бы состояться в ФИАНе.</p>
<p>В работе круглого стола также приняли участие: с.н.с. Физического института им. П.Н. Лебедева РАН <b>Сергей Амброзевич</b>, школьный учитель <b>Евгений Артемьев</b>, с.н.с. Института нефтехимического синтеза РАН <b>Николай Белов</b>, соискатель ИМЛИ им. А.М. Горького РАН <strong>Анна Горская</strong>, преподаватель механико-математического факультета МГУ, активист Инициативной группы МГУ <b>Михаил Лобанов</b>, руководитель молодежного фестиваля «Космофест» и Общественного движения «12 апреля» <b>Александр Марусев</b>, с.н.с. Института микробиологии им. С.Н. Виноградского РАН <b>Даниил Наумов</b>, аспирант, преподаватель Института русского языка им. А.С. Пушкина <b>Александр Романтовский</b>, н.с. Института Молекулярной Генетики РАН <b>Анастасия Столяренко</b>, доцент МГТУ им. Н.Э. Баумана <b>Юрий Ткаченко</b>, в.н.с. Математического института им. В.А. Стеклова РАН <b>Илья Шкредов</b> и другие российские ученые и не безразличные к судьбам отечественных науки и образования люди.</p>
<p>Большую поддержку акции оказали интернет-телеканалы &#171;Haукa&#187; и &#171;Красное ТВ&#187;. Усилиями первых удалось наладить он-лайн трансляцию круглого стола, а благодаря вторым на этом сайте скоро появится запись основных выступлений!</p>
<div id="attachment_2984" class="wp-caption alignnone" style="width: 310px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6712.jpg"><img class="size-medium wp-image-2984" alt="Круглый стол 19.10.2013. Выступает  д.ф.н., в.н.с. Института мировой литературы им. А.М. Горького РАН, заведующая Музеем-библиотекой Н.Ф. Федорова  Анастасия Гачева" src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6712-300x225.jpg" width="300" height="225" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает д.ф.н., в.н.с. Института мировой литературы им. А.М. Горького РАН, заведующая Музеем-библиотекой Н.Ф. Федорова Анастасия Гачева</p></div>
<div id="attachment_2987" class="wp-caption alignnone" style="width: 310px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6774.jpg"><img class="size-medium wp-image-2987 " alt="Круглый стол " src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6774-300x225.jpg" width="300" height="225" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает д.х.н., в.н.с., проф. Института нефтехимического синтеза РАН Александр Алентьев</p></div>
<p>&nbsp;</p>
<div id="attachment_2989" class="wp-caption alignnone" style="width: 235px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6803.jpg"><img class="size-medium wp-image-2989" alt="Круглый стол 19.10.2013.  Выступает сотрудник ИГСО и редакции интернет-журнала &quot;Рабкор&quot;, активист Левого фронта Иван Щёголев" src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6803-225x300.jpg" width="225" height="300" /></a><p class="wp-caption-text">Круглый стол 19.10.2013.<br />Выступает сотрудник ИГСО и редакции интернет-журнала &#171;Рабкор&#187;, активист Левого фронта Иван Щёголев</p></div>
<div id="attachment_2996" class="wp-caption alignnone" style="width: 310px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6780.jpg"><img class="size-medium wp-image-2996" alt="Круглый стол 19.10.2013. Выступает к.ф.н., сотрудник Института философии РАН Софья Пирожкова " src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6780-300x225.jpg" width="300" height="225" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает к.ф.н., сотрудник Института философии РАН Софья Пирожкова</p></div>
<div id="attachment_2997" class="wp-caption alignnone" style="width: 235px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6817.jpg"><img class="size-medium wp-image-2997" alt="Круглый стол 19.10.2013.  Выступает к.п.н., политолог, директор Института Глобализации и Социальных Движений Борис Кагарлицкий " src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6817-225x300.jpg" width="225" height="300" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает к.п.н., политолог, директор Института Глобализации и Социальных Движений Борис Кагарлицкий</p></div>
<div id="attachment_3000" class="wp-caption alignnone" style="width: 310px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6731.jpg"><img class="size-medium wp-image-3000" alt="Круглый стол 19.10.2013.  Выступает к.х.н., научный сотрудник Центра фотохимии РАН Александра Фрейдзон" src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6731-300x225.jpg" width="300" height="225" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает к.х.н., научный сотрудник Центра фотохимии РАН Александра Фрейдзон</p></div>
<div id="attachment_3003" class="wp-caption alignnone" style="width: 235px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6755.jpg"><img class="size-medium wp-image-3003" alt="Круглый стол 19.10.2013. Выступает к.ф.-м.н., научный сотрудник Института ядерных исследований РАН Дмитрий Левков " src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6755-225x300.jpg" width="225" height="300" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает к.ф.-м.н., научный сотрудник Института ядерных исследований РАН Дмитрий Левков</p></div>
<div id="attachment_3004" class="wp-caption alignnone" style="width: 310px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6818.jpg"><img class="size-medium wp-image-3004" alt="Круглый стол 19.10.2013. Выступает с.н.с. Института нефтехимического синтеза РАН Николай Белов" src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6818-300x225.jpg" width="300" height="225" /></a><p class="wp-caption-text">Круглый стол 19.10.2013. Выступает с.н.с. Института нефтехимического синтеза РАН Николай Белов</p></div>
<div id="attachment_3005" class="wp-caption alignnone" style="width: 310px"><a href="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6819.jpg"><img class="size-medium wp-image-3005" alt="Круглый стол 19.10.2013. Выступает с.н.с. Физического института им. П.Н. Лебедева РАН Сергей Амброзевич" src="http://www.saveras.ru/wp-content/uploads/2013/10/IMG_6819-300x225.jpg" width="300" height="225" /></a><p class="wp-caption-text">Круглый стол 19.10.2013.<br />Выступает с.н.с. Физического института им. П.Н. Лебедева РАН Сергей Амброзевич</p></div>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/2975/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The Village: Хождение по наукам: Как работают молодые учёные РАН</title>
		<link>http://www.saveras.ru/archives/981</link>
		<comments>http://www.saveras.ru/archives/981#comments</comments>
		<pubDate>Thu, 03 Oct 2013 03:34:02 +0000</pubDate>
						<category><![CDATA[253-ФЗ о РАН]]></category>
		<category><![CDATA[Новости]]></category>
		<category><![CDATA[бюрократизм]]></category>
		<category><![CDATA[молодые учёные]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=981</guid>
		<description><![CDATA[По просьбе The Village Мария Максимова встретилась с молодыми сотрудниками разных институтов РАН и узнала, в каких условиях они работают, чего им не хватает и что они думают о реформе. О себе, о науке и о реформе рассказали Алиса Вячеславова (Институт общей генетики РАН), Антон Афанасьев (Институт спектроскопии РАН), Антон Тунин (Института славяноведения РАН), Антон [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>По просьбе The Village Мария Максимова встретилась с молодыми сотрудниками разных институтов РАН и узнала, в каких условиях они работают, чего им не хватает и что они думают о реформе. О себе, о науке и о реформе рассказали Алиса Вячеславова (Институт общей генетики РАН), Антон Афанасьев (Институт спектроскопии РАН), Антон Тунин (Института славяноведения РАН), Антон Чугунов (Институт биоорганической химии РАН), Анна Акимова (Институт мировой литературы им. А. М. Горького РАН). Читайте интервью <a href="http://www.the-village.ru/village/city/city/132491-uchenye-v-ran">на сайте The Village</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/981/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The New Times: До основанья&#8230; А затем? Молодые учёные о реформе РАН</title>
		<link>http://www.saveras.ru/archives/936</link>
		<comments>http://www.saveras.ru/archives/936#comments</comments>
		<pubDate>Wed, 02 Oct 2013 04:25:46 +0000</pubDate>
						<category><![CDATA[253-ФЗ о РАН]]></category>
		<category><![CDATA[Новости]]></category>
		<category><![CDATA[бюрократизм]]></category>
		<category><![CDATA[молодые учёные]]></category>
		<category><![CDATA[сокращения]]></category>

		<guid isPermaLink="false">http://www.saveras.ru/?p=936</guid>
		<description><![CDATA[Принятие закона о реформе Академии наук сопровождалось митингами протеста: в них участвовали главным образом молодые ученые, заботой о которых якобы и продиктованы грядущие перемены. Что беспокоит научную молодежь и почему реформа РАН вызывает бурю противоречивых эмоций — спрашивал The New Times «Бумажный поток вырос в четыре раза» Елизавета Гальперина, 39 лет, кандидат биологических наук, ИЭФБ [&#8230;]]]></description>
				<content:encoded><![CDATA[<div><em><span style="font-size: medium;">Принятие закона о реформе Академии наук сопровождалось митингами протеста: в них участвовали главным образом молодые ученые, заботой о которых якобы и продиктованы грядущие перемены. Что беспокоит научную молодежь и почему реформа РАН вызывает бурю противоречивых эмоций — спрашивал The New Times</span></em></div>
<div><span id="more-936"></span></div>
<div></div>
<div><b><span style="font-size: medium;"><br />
</span></b></div>
<div></div>
<div><span style="color: #00a000; font-size: medium;"><b>«Бумажный поток вырос в четыре раза»</b></span></div>
<div></div>
<div><b><span style="color: #00a000;">Елизавета Гальперина, 39 лет, кандидат биологических наук, ИЭФБ им. Сеченова, Санкт-Петербург</span></b></div>
<div></div>
<div>Больше всего беспокоит полное неведение: что придет на смену сложившейся системе организации научного труда? Питаемся по большей части слухами и догадками. До сих пор направления исследований определяли отделения Академии наук, то есть ученое сообщество. Директора институтов имели возможность в этом участвовать. Система не идеальная, довольно инерционная, но, по крайней мере, это вопрос обсуждения.</div>
<div></div>
<div>Кто теперь будет формировать госзаказы, абсолютно не ясно. Министерство? Оно не умеет руководить по смыслу, оно может руководить только по форме. Опыт такого руководства уже получили. За те два года, что научные институты стали подотчетны Минобрнауки, бумажный поток вырос в четыре раза. Вместо годового отчета — ежеквартальные. Львиная доля рабочего времени уходит на составление документов. И вопрос еще: кто их читает в таком количестве? Сколько нужно чиновников, чтобы обработать этот мутный вал бумаг? А если вы получили не то, что запланировали? С научной точки зрения, пахнет настоящим открытием, а с точки зрения министерства – вы не выполнили план.</div>
<div></div>
<div>Управление наукой бюрократизируется, причем бессмысленно и вредно. Конкретный пример: коллеге надо было провести анализ биологического материала в Германии (у нас нет соответствующего оборудования и реактивов). Легально ни провезти пробирки за границу невозможно (нереально своевременно получить разрешение), ни заплатить за этот анализ (нет регламента, как это сделать). Значит: либо делать нелегально, то есть нарушать закон, либо отказаться от исследования.</div>
<div></div>
<table width="120" border="0" cellspacing="1" cellpadding="1" align="right">
<tbody>
<tr>
<td>
<div><span style="font-size: xx-small;">* РФФИ — Российский фонд фундаментальных исследований. РГНФ — Российский гуманитарный научный фонд.</span></div>
</td>
</tr>
</tbody>
</table>
<div>Гранты не выручают — сегодняшний средний грант РФФИ или РГНФ* (около 500 тыс. рублей в год) не позволяет пригласить на зарплату даже одного дополнительного специалиста. Кроме того, структура расходов гранта весьма специфическая — нельзя, например, оплатить оргвзнос для участия в конференции или купить оборудование. И даже эти гранты получить сложно, препятствий с каждым годом все больше. В этом году уже недостаточно было простой подписи участников о том, что паспортные данные заполнены правильно, надо было заверить по основному месту работы в специальной форме, распечатанной в определенное время (!) и отправленной срочно. То есть если вы создали межинститутскую группу, то вы потратите массу времени на сбор документов, от которых ничего не зависит. Большие сложности с приглашением коллег из-за рубежа. Квоты, льготы, обоснования, визы — процедура настолько сложная, что проще отказаться, чем взять на работу нужного тебе специалиста.</div>
<div></div>
<div>В совокупности с новым законом об образовании, который может лишить научные институты аспирантов (до сих пор новые правила не утверждены, прием в аспирантуру в этом году проходил раньше срока, многие претенденты не успели подготовиться), приток научных кадров не увеличится, как планирует министерство, а серьезно сократится.</div>
<div></div>
<div><span style="color: #00a000; font-size: medium;"><b>«Боимся за будущее институтов»</b></span></div>
<div><span style="color: #00a000;"><br />
</span></div>
<div><b><span style="color: #00a000;">Софья Пирожкова, 27 лет, кандидат философских наук, Институт философии РАН, Москва</span></b></div>
<div></div>
<div>Пока не видно, чтобы что-то собирались реформировать, кроме внешней структуры (слияние трех академий, создание еще одного бюрократического органа). О реальных проблемах никто не говорит. Единственное, что более или менее известно, — министерство намерено повышать среднюю зарплату научного сотрудника. Но при этом очень осторожно оговариваются, что финансирование не будет увеличено. Сейчас институты еле сводят концы с концами, потому что все уходит на заработную плату и коммунальные услуги. Если не собираются увеличивать финансирование, то естественный выход — упразднение каких-то структур (отделов, лабораторий, секторов) внутри институтов, ликвидация целых институтов или их слияние. Мы как единственный институт своего направления крайне обеспокоены, тем более что у нас идет долгая тяжба с городскими властями по поводу нашего здания.</div>
<div></div>
<div>У нас в институте много молодых, еще неостепененных ученых, не начнут ли «оптимизировать» кадровый состав с них? В философии очень сложно в 25 лет выдать серьезную работу, необходимо набрать какой-то вес, эрудицию, тебе элементарно нужно для этого время. Если молодежь попадет под сокращение, это будет, на мой взгляд, катастрофа. Но точно такая же катастрофа — изгнание старшего поколения, без взаимодействия с которым молодежь не сможет набрать профессиональный опыт.</div>
<div>„</div>
<div>
<div></div>
<blockquote><p>Самые вкусные куски будут признаны неэффективными. Сотрудников распустят, а недвижимость направят в «более эффективное» русло</p></blockquote>
<div></div>
<div>”</div>
</div>
<div><span style="color: #00a000; font-size: medium;"><b>«Нас ждет хаос»</b></span></div>
<div><span style="color: #00a000;"><b><br />
</b></span></div>
<div><span style="color: #00a000;"><b>Дмитрий Левков, 34 года, Институт ядерных исследований РАН, Москва</b></span></div>
<div></div>
<div>Я считаю губительным то, что научные институты передаются в ведение бюрократическому органу. Депутаты уверяют, что научное руководство институтами РАН останется у Академии наук. Но это ничем не подтверждено, никаких конкретных механизмов в законе не предусмотрено. У нас слово «ведение» означает прямое управление. Если агентство захочет, оно расформирует институт, захочет — отдаст прямой приказ дирекции. И никто академию не спросит.</div>
<div></div>
<div>Официальной информации о том, как будет меняться система оплаты труда, нет, есть утечки. Анонсируются неплохие зарплаты. Сейчас моя зарплата — 15 тыс. рублей, с надбавками где-то 25 тыс. Если правда то, что «утекло», то старший научный сотрудник вроде меня будет получать 100 тыс. рублей с небольшим, то есть в разы больше. Но это значит, что нас даже по грубой оценке в два-три раза сократят. И еще непонятно, сколько будет назначено дополнительных чиновников. Агентство будет питаться из тех же денег, которые сейчас получает академия, из той же строки в бюджете. Один аппарат они расформируют, а другой создадут. Неизвестно, сколько будет стоить создать такого монстра. Одно несомненно: на первых порах нас ждет хаос.</div>
<div></div>
<div>По тому, как принимался закон и какой он пустой, я делаю вывод, что нынешнее правительство не заинтересовано в существовании системной науки. Будущее науки меня тревожит даже больше, чем моя собственная судьба, хотя она тоже совершенно непонятна. Может, посчитают, что у меня каких-то справок не хватает, и уволят… А то и весь институт распилят.</div>
<div></div>
<div><b><span style="color: #00a000; font-size: medium;">«Академии дали острастку»</span></b></div>
<div><b><span style="color: #00a000;"><br />
</span></b></div>
<div><b><span style="color: #00a000;">Кирилл Перваков, 28 лет, Физический институт им. Лебедева РАН, Москва</span></b></div>
<div></div>
<div>Я не верю в искренность реформаторов. По сути, идет экспроприация собственности и передача ее в руки «эффективных менеджеров». Мой институт, может, будет не в первой десятке, которая пострадает. А первыми жертвами станут те, кто располагается в бывших усадьбах в центре Москвы. Это Институт государства и права, Институт мировой литературы, Институт философии. Потом, я думаю, пойдет распродажа недвижимости на Ленинском проспекте, потому что там находится основная имущественная база Академии наук. Еще одной причиной этой реформы было желание неких лиц, приближенных к высоким властным структурам, дать острастку академии. Поэтому реформа проводится в самой жесткой манере, какая только может быть.</div>
<div></div>
<div>Очевидно, что после принятия закона начнут тотально ревизовать учреждения Академии наук на эффективность. Самые вкусные куски будут признаны неэффективными. Сотрудников распустят, а недвижимость направят в «более эффективное» русло — по примеру Академии наук Татарстана. Туда приезжали аудиторы и признали, что академия работает неэффективно, надо половину выгнать, другую половину согнать в одно здание, и тогда с эффективностью будет хорошо…</div>
<div></div>
<div>При этом я уверен, что реформировать РАН надо. Но в том, что делается, я не вижу продуманности и нацеленности на тех, кто работает в науке. Я вижу настроенность на интересы каких-то околовластных групп.</div>
<div></div>
<div><b><span style="color: #00a000; font-size: medium;">«Кому нужна эта ваша текстология?»</span></b></div>
<div><b><span style="color: #00a000;"><br />
</span></b></div>
<div><b><span style="color: #00a000;">Анна Акимова, 31 год, кандидат филологических наук, Институт мировой литературы РАН им. Горького, Москва</span></b></div>
<div></div>
<div>Реформа проводится под лозунгом «Молодым — дорогу», и я боюсь увольнений не столько молодых, сколько представителей старшего поколения; это повредит очень сильно, потому что многие направления были созданы учеными, которым сейчас за 50. Чиновники вряд ли понимают, что в гуманитарной сфере очень важен жизненный опыт, опыт работы в архивах, библиотеках, опыт общения с писателями, многих из которых уже нет в живых.</div>
<div></div>
<div>Боюсь, что изменятся не только условия работы, но и качество. Будут требовать невозможных вещей в сроки, взятые с потолка. Мы видели, как принимали законопроект — без серьезного обсуждения, в какой-то непонятной спешке. Где гарантия, что завтра управленцы не придут и не спросят: а кому нужна ваша текстология? Зачем нужно выверять тексты советских писателей — они у нас в планшетниках есть, что еще нужно? Наша наука может оказаться просто ненужной.</div>
<div></div>
<p>Источник: <a href="http://newtimes.ru/articles/detail/71790">The Ne</a><a href="http://newtimes.ru/articles/detail/71790">w TImes</a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.saveras.ru/archives/936/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
