Доказательство слогов на американском языке

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Перевод

Согласно тому, что такое Слог У. Л. Шрамма, слог определяется как «звук, произнесенный одним импульсом или усилием голоса и составляющий слово или часть слова.” (Schramm 552) В разговорных языках слоги функционируют как системы выражения фонотактических ограничений на сочетания согласных и гласных. В ASL эта абстрактная операция может быть выражена движением руки или движением только пальцев, которое известно как движение пути или локальное движение. (Ormel, Crasborn 2012) В Структуре языка жестов, Уильям Стоко объясняет эту альтернативную языковую модальность более подробно: “Однако структура знака допускает значительную лингвистическую свободу, как и произносимое слово, потому что сам знак не является изолированной или закодированной формой написания слова, а конструкцией, сделанной из элементов, которые сами допускают языковые вариации.” Знаки могут быть деконструированы в номинальный фонологический конструктивный каркас, и они также содержат метаязыковые коммунитивные феномены, управляемые параллельными когнитивными процессами. Подобно английскому, американский язык жестов (ASL) изображается с теми же процедурами, что и разговорный язык, и он также требует такой же латерализации левого полушария мозга. (Carreiras, Baus 2014)

Стоко (Stokoe, 1978) установил, что знаки могут быть разложены на основные фонологические составляющие или формационные параметры, которые являются формой руки, образованием и движением; каждый из этих элементов играет уникальную роль в обработке языка ASL. Эта необходимая лингвистическая обработка может быть воспринята как доказательство модальной зависимости в обоих языках, но я остановлюсь только на модальной зависимости в ASL по сравнению с вербальным языком.

Доказательства существования ASL как просодического языка

Внутренние отображения знаков отличаются от сложных единиц разговорных морфем, и они происходят одновременно, а не впоследствии, в отличие от английского. (Stokoe 1978) Напротив, ASL-это другая модальность естественного языка, содержащая слоги. Чтобы эффективно аргументировать существование слогов в ASL, необходимо сначала понять, что они являются просодической единицей группировок внутри слова, которая включает в себя аналогичные паттерны ритмов и звуков, используемых в поэзии. До того, как лингвисты начали интенсивно изучать ASL, он считался ручным языком, который производится только руками подписывающего. Однако Стоко (Stokoe, 1978) и многие другие лингвисты установили, что жестовые языки передаются через жесты рук, наряду с другими просодическими сигналами, чтобы обозначить границы, передать функциональность дискурса, а также подчеркнуть выбранные элементы предложения. Существует много споров о том, связаны ли просодия и синтаксис напрямую или просодия взаимодействует с синтаксисом через семантику. Так или иначе, интерфейс просодия-синтаксис все еще включает в себя необходимые просодические сигналы, которые маркируют интонационные фразы (I-фразы) и являются существенными в восприятии и производстве каждого подписанного высказывания. (Brentari, Falk, Wolford 2015) Это очень важно для установления слога в ASL, потому что они происходят от этого визуально-ручного стихосложения.

Просодические сигналы определяются как “… свойства движений, параллели которым можно найти в разговорной речи.” (Brentari, Falk, Wolford 2015) Просодический профиль ASL состоит из интонационных фраз (I-фраз) или падения и подъема разговорного тона, которые связаны с семью первичными репликами. Эти сигналы делятся на два класса: ручные сигналы и границы, или немануальные маркеры (НММ). Ручные сигналы включают в себя удлинение знака, удлинение паузы и удлинение удержания. Границы включают мигание глаз, изменение положения бровей, положения тела и положения головы. (Brentari, Falk, Wolford 2015) Этот поток языка содержит звуки, движения, формы рук, слоги и словосочетания, которые принадлежат к лингвистическим подсистемам, которые взаимосвязаны, что приводит к связному дискурсу, который является либо сегментарным, либо несегментарным квантами звуковой структуры. (Brentari,1998) NMM и ручные сигналы важны в ASL, потому что они отмечают высказывания и I-фразы во время подписанного разговора, сигнализируя о разрывах между физическими знаками, когнитивными мыслями и абстрактными сообщениями, которые передаются.

Слоги в ASL

Понимание того, как коммуникативные свойства ASL разбиваются на просодические сигналы, дает более четкое представление о структуре знаков. Подписанный слог является единицей фонологической организации, которая представляет время изменения формы руки. (Брентари, Фальк, Вулфорд, 2015)

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