Научный редактор Александр Пиперски
Редактор Роза Пискотина
Иллюстрации Олега Добровольского
Художественное оформление и макет Андрея Бондаренко
Издатель П. Подкосов
Руководитель проекта И. Серёгина
Корректоры И. Астапкина, Е. Чудинова
Компьютерная верстка А. Фоминов
Оформление обложки и макет А. Бондаренко
© Елифёрова М., 2020
© Добровольский О., иллюстрации, 2020
© Бондаренко А., художественное оформление, макет, 2020
© ООО “Альпина нон-фикшн”, 2020
Все права защищены. Данная электронная книга предназначена исключительно для частного использования в личных (некоммерческих) целях. Электронная книга, ее части, фрагменты и элементы, включая текст, изображения и иное, не подлежат копированию и любому другому использованию без разрешения правообладателя. В частности, запрещено такое использование, в результате которого электронная книга, ее часть, фрагмент или элемент станут доступными ограниченному или неопределенному кругу лиц, в том числе посредством сети интернет, независимо от того, будет предоставляться доступ за плату или безвозмездно.
Копирование, воспроизведение и иное использование электронной книги, ее частей, фрагментов и элементов, выходящее за пределы частного использования в личных (некоммерческих) целях, без согласия правообладателя является незаконным и влечет уголовную, административную и гражданскую ответственность.
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Тема заимствованных слов по какой-то причине, несомненно, глубоко волнует нас. Ее поднимают в школьных учебниках русского языка, в пособиях по стилистическим нормам речи, в книгах по истории языков, в популярно-занимательной литературе (такой, например, как замечательная брошюра Н. А. Еськовой, которая так и называется – “Популярная и занимательная филология”)[1].
Вместе с тем популярные экскурсы в область заимствований, выходящие в России, отличаются некоторой однобокостью – они, как правило, пишутся филологами-русистами, причем в рамках либо истории русского языка, либо нормативных пособий по культуре речи. О самом существовании такого явления, как языковые заимствования, широкий читатель узнаёт впервые из школьного учебника по русскому языку. В результате сложнейший и интереснейший феномен языковых заимствований сводится к проблеме “иностранных слов в русском языке”. Нередко авторы учебников и научно-популярной литературы ограничиваются констатацией того, что в такие-то исторические эпохи в русский (реже другой) язык вошли определенные слова и что многие столь привычные нам слова – чужестранцы: огурец, каблук, шуба и т. д. Часто к тому же начинается дискуссия о том, стоит ли употреблять иностранные заимствования и как к ним относиться: это ужас-ужас-ужас или вполне нормальное явление? Обсуждения эти обычно заканчиваются выводом, что, с одной стороны, заимствования обогащают язык и без них не обойтись, с другой стороны, злоупотреблять ими вредно, потому что избыточные заимствования засоряют и портят родную речь[2]. Но как определить, какие заимствования избыточны, а какие нет? И как вычислить “процент”, выше которого язык можно считать испорченным? Предполагается, что человек, слыша слово, не только способен мгновенно интуитивно определять, “свое” оно или нет, но и решать, не испортит ли оно родной язык. Иногда так и происходит. Но на чем основываются эти интуитивные догадки? И всегда ли они верны? Это один из вопросов, размышления над которыми побудили меня затеять этот труд.
Ни одной общедоступной книги о заимствованиях еще не написано – по крайней мере, для российского читателя. Поиск в “Гугле” выдает огромное количество специальной научной литературы об английских заимствованиях в русском языке, русских заимствованиях в бурятском, персидских в китайском и т. д., – но не о природе и динамике самого явления. Правда, была на эту тему замечательная публичная лекция Светланы Бурлак[3]. Что же касается научно-популярных книг, надо отметить “Русский язык на грани нервного срыва” М. А. Кронгауза[4], где сделан ряд любопытных наблюдений о том, как функционируют заимствования. Но у Кронгауза эта тема рассматривается в числе других сдвигов языковой нормы (сленга, интернет-жаргона, бранной лексики и прочего). Анализу судеб отдельных заимствований посвящен ряд эссе в сборнике И. Б. Левонтиной “О чем речь”[5], которые ранее выходили в форме газетных колонок “Ворчалки о языке”. Но что такое заимствование вообще, по каким признакам мы его отличаем, почему оно возникает в языке, почему ему сопротивляются – книги об этом пока нет. Мне же всегда казалось, что, если не существует книги, которую мне хотелось бы прочитать, – значит, ее нужно написать. Итак, я попробую это сделать.
Тут не обойтись без некоторых важных оговорок, как сейчас говорят в интернете, дисклеймеров (тоже заимствованное слово). Эта книга – не о происхождении слов, хотя отчасти и затрагивает этимологические вопросы. Для справок о происхождении слов существуют соответствующие словари. Этимология, стремясь докопаться до того, что было “в самом-самом начале”, неизбежно вынуждена упираться в реконструкции доисторических праязыков, которые, понятное дело, имеют гипотетический характер. Здесь эта тема подниматься не будет. Эта книга также не является энциклопедией заимствований и не ставит цель перечислить все заимствования или хотя бы дать их исчерпывающую классификацию. Поэтому не стоит ловить автора на упущениях – мол, в книге не упомянуто то-то и то-то. Задача книги – показать, как взаимодействуют между собой языки, как возникают заимствования, что именно заимствуется (вовсе не только слова!) и как складывается судьба заимствований в истории. Тем читателям, которые подробно интересуются происхождением конкретных слов русского языка, рекомендую книгу В. В. Виноградова “История слов”[6], а также этимологические словари М. Фасмера[7] и П. Я. Черных[8].
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)
Кроме того, следует подчеркнуть, что, хотя природу и механизмы заимствований я буду в первую очередь иллюстрировать примерами из русского – потому что книга адресована русскоязычной аудитории, – мои размышления посвящены не русскому языку, а языку вообще. Моя основная специальность – английский язык, и здесь он на втором месте по количеству использованных примеров. Я привлекаю также французский, немецкий, испанский и более экзотические языки из разных уголков земного шара.
Основное внимание в книге уделяется современным языкам, хотя время от времени придется делать экскурсы в Античность и Средневековье. Поскольку книга адресована неспециалистам и, возможно, людям без гуманитарного образования, для удобства читателей греческие слова передаются латинским алфавитом, а древнерусские и старославянские – по упрощенной системе, но с сохранением букв