Ольга Грейгъ

Русская Наука. Украденные открытия


Скачать книгу

обсерватории, а с 185 по 1854 гг. директорствовал в ней. Он даже участвовал в экспедиции по определению разности долгот Пулкова и Альтоны (1843). Самой известной из его работ является работа, посвященная исследованию туманности Ориона.

      Конец ознакомительного фрагмента.

      Текст предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

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