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Нормальный подгруппа и фактор группа

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«Нормальный подгруппа и фактор группа»

Ўзбекистон Республикаси  Олий ва ўрта махсус таълим вазирлиги  Гулистон давлат университети  “Математика” кафедраси  катта ўқитувчиси Досанов Муртазақулнинг  “Алгебра” фанидан   “ НОРМАЛ ҚИСМ ГРУППА ВА ФАКТОР ГРУППА”  мавзусидаги  ТАҚДИМОТИ   Тошкент,14 октябрь 2016 йил.

Ўзбекистон Республикаси Олий ва ўрта махсус таълим вазирлиги Гулистон давлат университети “Математика” кафедраси катта ўқитувчиси Досанов Муртазақулнинг “Алгебра” фанидан

НОРМАЛ ҚИСМ ГРУППА ВА ФАКТОР ГРУППА” мавзусидаги ТАҚДИМОТИ Тошкент,14 октябрь 2016 йил.

РЕЖА  НОРМАЛ ҚИСМ ГРУППА ВА ФАКТОР ГРУППА

РЕЖА

  • НОРМАЛ ҚИСМ ГРУППА ВА ФАКТОР ГРУППА

  • ГРУППАЛАР ГОМОМОРФИЗМИ
  • ХУЛОСА
1. Нормал қисм группа ва фактор-группа

1. Нормал қисм группа ва фактор-группа

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Таъриф. 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тенглик ўринли бўлса, у ҳолда 0M8R4KGxGuEAAAAAAAAAAAAAAAAAAAAAOwADAP7/CQAGAAAAAAAAAAAAAAABAAAABAAAAAAA AAAAEAAAAgAAAAEAAAD+////AAAAAAAAAAD///////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// ///////////////////////////////////9//////////7////+////BQAAAP7///////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// 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Масала 1. Агар 0M8R4KGxGuEAAAAAAAAAAAAAAAAAAAAAOwADAP7/CQAGAAAAAAAAAAAAAAABAAAABQAAAAAA AAAAEAAAAgAAAAEAAAD+////AAAAAAAAAAD///////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// ///////////////////////////////////9//////////7///8EAAAA/v///wYAAAD+//// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// //////////////////////////////////////////////////////////////////////// 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Масала 2. 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Исбот. 1) Бу амал корректлигини, яъни

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Таъриф.

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дейилади.

Мисол 1. 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тенглик бажарилса, у ҳолда бу акслантиришга гомоморфизм дейилади.

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Теорема 1.

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У ҳолда қуйидагилар ўринли:

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Таъриф.

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У ҳолда ушбу

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Теорема 4. (гомоморфизм ҳакида).

Теорема 4. 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(5)

Исбот.

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Ушбу

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Мисол 3.

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Унинг ядроси ва образи қуйидаги тўпламлардан иборат:

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Бу тўплам маркази нол нуқтада бўлган квадратнинг учларидан тузилган. 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Мисол 4.

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Унинг ядроси ва образи қуйидаги тўпламлардан иборат:

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У ҳолда ушбу

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Мисол 5.

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Унинг ядроси ва образи қуйидаги тўпламлардан иборат:

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У ҳолда ушбу

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Мисол 6.

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Унинг ядроси ва образи қуйидаги тўпламлардан иборат:

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У ҳолда ушбу

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Гомоморфизм ҳақидаги теоремага кўра

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ХУЛОСА Группалар назариясида “НОРМАЛ ҚИСМ ГРУППА ВА ФАКТОР ГРУППА” мавзуси алоҳида аҳамият касб этади. Талабаларга назарий ва амалий билимлар беришда бу жиҳат асос қилиб олинади.

ХУЛОСА

Группалар назариясида “НОРМАЛ

ҚИСМ ГРУППА ВА ФАКТОР ГРУППА” мавзуси алоҳида аҳамият касб этади. Талабаларга назарий ва амалий

билимлар беришда бу жиҳат

асос қилиб олинади.

ЭЪТИБОРИНГИЗ УЧУН РА Ҳ МАТ!

ЭЪТИБОРИНГИЗ УЧУН РА Ҳ МАТ!


Получите в подарок сайт учителя

Предмет: Математика

Категория: Презентации

Целевая аудитория: Прочее

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Нормальный подгруппа и фактор группа

Автор: Досанов Муртазакул Саидазимович

Дата: 10.11.2016

Номер свидетельства: 357358

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