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Описание

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Основы дифференциальной геометрии в интересных задачах

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Нет отзывов
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Описание

Настоящая брошюра основана на лекциях и семинарах, которые автор вел на мехмате МГУ в 2004-2007 годах, в летней школе "Современная Математика" в 2007 году и на фивт МФТИ в 2013 году. В ней показано, как при решении интересных геометрических проблем, близких к приложениям, естественно возникают различные понятия кривизны, отличающей изучаемую геометрию от «обычной». Приведены прямые элементарные определения этих понятий. Брошюра предназначена студентам, аспирантам, работникам науки и образования, изучающим и применяющим дифференциальную геометрию. Для ее изучения достаточно владения основами анализа функций нескольких переменных (а во многих местах не нужно даже этого). Материал преподнесен в виде последовательностей задач. Это характерно не только для дзенских монастырей, но и для серьезного изучения математики. В третьем издании сделаны существенные улучшения.
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Коротко о товаре

Артикул Маркета
4263812761
Издательство
ISBN
978-5-44-391065-9
Автор
Скопенков А.
Год издания
Все характеристики
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Внешний вид товаров и/или упаковки может быть изменён изготовителем и отличаться от изображенных на Яндекс Маркете.

Где купить

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Цена с картой Яндекс Пэй:980

Скидка: 1%
–1 %
Вместо: 990
  • 20 июня, курьер Маркета  99 ₽
  • 20 июня, в пункт выдачи  0 ₽
Рейтинг 4.8 из 5
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  • Рейтинг товара: 5 из 5
    на основе 1 оценка
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  • Рейтинг товара: 5 из 5
    на основе 1 оценка
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  • 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Основы дифференциальной геометрии в интересных задачах
Основы дифференциальной геометрии в интересных задачах
Нет отзывов
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Характеристики

Цена с картой Яндекс Пэй:980

Скидка: 1%
–1 %
Вместо: 990
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Нет отзывов
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Покупатели пока не оценили товар
Написать отзыв
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Идеи для покупок

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217px"},{"src":"https://avatars.mds.yandex.net/get-mpic/4080064/img_id8317907349354569137.jpeg/orig","srcSet":"https://avatars.mds.yandex.net/get-mpic/4080064/img_id8317907349354569137.jpeg/120x160 120w, https://avatars.mds.yandex.net/get-mpic/4080064/img_id8317907349354569137.jpeg/180x240 180w, https://avatars.mds.yandex.net/get-mpic/4080064/img_id8317907349354569137.jpeg/240x320 240w, https://avatars.mds.yandex.net/get-mpic/4080064/img_id8317907349354569137.jpeg/300x400 300w, https://avatars.mds.yandex.net/get-mpic/4080064/img_id8317907349354569137.jpeg/600x800 600w","sizes":"(max-width: 1456px) 15vw, 217px"},{"src":"https://avatars.mds.yandex.net/get-mpic/1927699/img_id7740735726735004708.jpeg/orig","srcSet":"https://avatars.mds.yandex.net/get-mpic/1927699/img_id7740735726735004708.jpeg/120x160 120w, https://avatars.mds.yandex.net/get-mpic/1927699/img_id7740735726735004708.jpeg/180x240 180w, https://avatars.mds.yandex.net/get-mpic/1927699/img_id7740735726735004708.jpeg/240x320 240w, 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  • Логические основы метода моделирования
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  • Динамическое программирование
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  • Учебник дифференциальной диагностики. Часть 2
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  • Численное интегрирование диференциальных уравнений
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  • {"widgets":{"@light/BannerCurtain":{"/content/page/fancyPage/recommendationRoll/content/lazyGenerator/initialContent/recomLayoutItem_101_8/content/content/content/bannerCurtain":{"advertisementId":1884141,"impression":"/safeclick/data=SpQw45JhDGE6zDtOdUQO_JG5u-oUHFnx8XSOioMisV5eNWt2bnC6Bv9EzSQ7xRIfxZjUfzyAmJ34T8vFZEZHb1b6sOX8TKYfWy6QL8SsrptcB0aXut9WhADQs4nGfWwOF5EjykJG8tyf41qMSP5GgUHL9aflUi1UoG0RmQ9PnXcLsO4yheHs9YP3maNhkbFfDwtcCm4sTyiy5GnMZ4zSefaSis_6v87enQnBlUikQBw5Qamt-lvXmWwvdoml-mUK6q7HBpUfTLUR6qcMn0Mdt8iEV4BJEmeDTbfnVjUGJxP78aLeUpyWD8ha-2ivLpA9NiiEoG9ANG8ciKHJC2RupN0LWVi390CCOYSYP0jXgqkg4NzmMSvjHpRyC2ImjGNtHjr5aA5CCUwBmFhrTsmpAoRM8qPc8bUIzkWqjQfxzqmnTLA2JcJ1Pg-SsAsDXMSPaybtPqnuvEdPcTTHWodcUHzUl-CGGx9Dqee1upqWUr2yXcPTbsAB8kHROEpwvW3BxULh3uuLvpxOx5nA9NL0nYRdcbVzMuOxAy680P0Ogf4m-cdlfir8lIN10UzXfb--UDUquV2OvpwIxY-E5yqOxAUYOrnAsIbOEBYb7ONixqfdVotl1TMGc0ABt4veH5ok97Rk9Kq1vA-pLNr8cgn21jelpOOK79hgXFZxTRFZsVW8qfbb38VZrg2LpfkQmxm1F85AXvpO6Cs44se9dNqXHTvVVZwD7bsQg_gwCQRtX0gSaXkPbi4ziJdY61kzAV8xln5ZBtQoRKkPh6hKXVJY00RCRGudrluq8IH-DEtvQhad--z8oOpCxGhUMLonefXzCUXEg8i9kx3fvpOZshZqlWZ2_rHIT1rZWgDXSaz4T2CtG8GteZhzi_CRbPwh3BPUG1txiiQmqfBjQYDQ-G1K_HV4ltt8s5Ywo-4ymf8DQ9hEhtnoSTD41YdkpXtxolH8f5FUE-sOz30g9u3-4EaNvo0N0l3dcH7Scuk4pC7eJFumO_GPZOfCN8RtAxDmHqXL3o-xaelQ3ukuphZ2f-EcBzwuZfbxflwpd8F0peClCWBYuXeMKzfpUDC424Uw7X1hKqwzrYGpovuiBSdv1qSOTg,,/b64e=1/sign=5fe9e6474d791c023d68445a0b3ab1c8/keyno=MARKET_1/*"}}},"meta":{"/content/page/fancyPage/recommendationRoll/content/lazyGenerator/initialContent/recomLayoutItem_101_8/content/content/content/bannerCurtain":{"name":"@light/BannerCurtain"}}}
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    Реклама
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    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  • О кривых, определяемых дифференциальными уравнениями
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  • О новых алгорифмах численного интегрирования обыкновенных дифференциальных уравнений
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  • Введение в неевклидову геометрию Римана
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