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Технологии |
Путешествие вглубь ИИ-вселенных: Google берётся за моделирование миров с помощью нейросетей
Google DeepMind собирает новую команду для разработки нейросетей, моделирующих физическую среду. Исследовательскую группу направления возглавит Тим Брукс, один из бывших руководителей проекта Sora в OpenAI, именно он и набирает под своё управление сильных исследователей и инженеров.
Основная задача в этом направлении — создание базовой инфраструктуры для разработки «генеративных моделей физического мира» и устранение проблем, которые мешают масштабированию при обучении «симуляторов». Среди прочих задач — разработка метрик и правил масштабирования, подготовка и разметка тренировочных данных, а также интеграция созданных моделей с мультимодальными языковыми.
Создание моделей мира — сравнительно новое направление в сфере ИИ, которое позволит эффективно работать с рядом задач. Например, — создавать интерактивные медиасреды в реальном времени для фильмов и видеоигр. Или прописывать сценарии обучения роботов и других систем искусственного интеллекта.
По мнению Тима Брукса, масштабирование предобучения по видео и мультимодальным данным — это критический путь к созданию AGI, общего ИИ, и Google DeepMind старается в этом направлении опередить конкурентов.
«У DeepMind амбициозные планы по созданию масштабных генеративных моделей, имитирующих мир», — заявил Брукс в соцсети X.
После сбора команды, специалисты Google DeepMind планируют подключить в работу и ныне действующие проекты корпорации, в том числе флагманские модели AI Gemini, генератор видео Veo и Genie. То есть всё то, что раньше помогало в разработке симуляций игровых 3D-сред в реальном времени.
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)
Среди крупных конкурентов Google DeepMind сейчас, например, Nvidia, компания, которая уже опережает в проектах по моделированию мира. Так, среди реализованных кейсов Nvidia — платформа Cosmos для развития физического AI, создания автономных транспортных средств и разработки роботов.
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Ещё больше интересного контента из жизни общества, политики, бизнеса и технологий читайте в Telegram-канале «Политичка».
Создание моделей мира — сравнительно новое направление в сфере ИИ, которое позволит эффективно работать с рядом задач. Например, — создавать интерактивные медиасреды в реальном времени для фильмов и видеоигр. Или прописывать сценарии обучения роботов и других систем искусственного интеллекта.
По мнению Тима Брукса, масштабирование предобучения по видео и мультимодальным данным — это критический путь к созданию AGI, общего ИИ, и Google DeepMind старается в этом направлении опередить конкурентов.
«У DeepMind амбициозные планы по созданию масштабных генеративных моделей, имитирующих мир», — заявил Брукс в соцсети X.
После сбора команды, специалисты Google DeepMind планируют подключить в работу и ныне действующие проекты корпорации, в том числе флагманские модели AI Gemini, генератор видео Veo и Genie. То есть всё то, что раньше помогало в разработке симуляций игровых 3D-сред в реальном времени.
Среди крупных конкурентов Google DeepMind сейчас, например, Nvidia, компания, которая уже опережает в проектах по моделированию мира. Так, среди реализованных кейсов Nvidia — платформа Cosmos для развития физического AI, создания автономных транспортных средств и разработки роботов.
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08 Янв 2025 21:27 |
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+100 ₽ |
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Комментарии (1)
09 Янв 20:27 |
Очень интересно, спасибо!
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