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Offline Mini-Courses in Spectral Theory and Mathematical Physics

Курс
Партнёр:
Предмет:
  • Математика
Лектор:
Елена Жижина | Elena Zhizhina

These are mini-courses for the EIMI thematic program on Spectral Theory and Mathematical Physics (rescheduled from 2020 due to COVID-19 pandemic). The target audience includes graduate, master and senior bachelor students of any mathematical speciality; senior researchers are also welcome.

The meetings will be held in the Leonhard Euler International Mathematical Institute (Pesochnaya nab. 10, St. Petersburg, Russia). The talks will be recorded and posted on the event web-page.

Please, see the timetable page for the schedule.

Official website

 

Лекции курса

10
On periodic homogenization of non-local convolution type operators. Part 1
ПОМИ РАН им. Стеклова
Елена Жижина | Elena Zhizhina
On periodic homogenization of non-local convolution type operators. Part 2
ПОМИ РАН им. Стеклова
Елена Жижина | Elena Zhizhina
On periodic homogenization of non-local convolution type operators. Part 3
ПОМИ РАН им. Стеклова
Елена Жижина | Elena Zhizhina
On periodic homogenization of non-local convolution type operators. Part 4
ПОМИ РАН им. Стеклова
Елена Жижина | Elena Zhizhina
On periodic homogenization of non-local convolution type operators. Part 5
ПОМИ РАН им. Стеклова
Елена Жижина | Elena Zhizhina
On periodic homogenization of non-local convolution type operators. Part 6
ПОМИ РАН им. Стеклова
Елена Жижина | Elena Zhizhina
Nonlinear saddle point method for the cylindrical KdF equation. Part 1
ПОМИ РАН им. Стеклова
Александр Итс | Alexander Its
Nonlinear saddle point method for the cylindrical KdF equation. Part 2
ПОМИ РАН им. Стеклова
Александр Итс | Alexander Its
Nonlinear saddle point method for the cylindrical KdF equation. Part 3
ПОМИ РАН им. Стеклова
Александр Итс | Alexander Its
Nonlinear saddle point method for the cylindrical KdF equation. Part 4
ПОМИ РАН им. Стеклова
Александр Итс | Alexander Its