Secțiune: Теория функций комплексной переменной. | FCIM.FR.MSp21.5 Matematici speciale | ELSE

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- Selectează activitatea 1.Теория функций комплексной переменной. Элементар...
  
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  1.Теория функций комплексной переменной. Элементарные функции.
  
  2. Дифференцируемость функций. Аналитические функции.
  
  3.Интегрирование функций. Теорема Коши. Интегральная формула Коши.
  
  4. Разложение аналитических функций в ряд Тейлора.
  
  5. Ряды Лорана. Особые точки. Вычеты. Теорема о вычетах.
  
  6. Приложение теории вычетов.
- Selectează activitatea Элементарные функции комплексной переменной.
  
  Элементарные функции комплексной переменной. Fișier
  
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- Selectează activitatea Дифференцируемость функций комплексной переменной.
  
  Дифференцируемость функций комплексной переменной. Fișier
  
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- Selectează activitatea Интегрирование функций комплексного переменного.
  
  Интегрирование функций комплексного переменного. Fișier
  
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- Selectează activitatea Тест.ТФКП.
  
  Тест.ТФКП. Fișier
  
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