| Title | Time | Room | Instructor |
|---|---|---|---|
| Introduction to Navier-Stokes Equations | 29.11.2022 14:45 - 16:00 (Tue) | Kokavcová, Erika | |
| Introduction to Navier-Stokes Equations | 01.12.2022 14:45 - 16:00 (Thu) | Kokavcová, Erika | |
| Introduction to Navier-Stokes Equations | 06.12.2022 14:45 - 16:00 (Tue) | Kokavcová, Erika | |
| Introduction to Navier-Stokes Equations | 08.12.2022 14:45 - 16:00 (Thu) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 13.12.2022 14:45 - 16:00 (Tue) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 15.12.2022 14:45 - 16:00 (Thu) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 10.01.2023 14:45 - 16:00 (Tue) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 12.01.2023 14:45 - 16:00 (Thu) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 17.01.2023 14:45 - 16:00 (Tue) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 19.01.2023 14:45 - 16:00 (Thu) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 24.01.2023 14:45 - 16:00 (Tue) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 26.01.2023 14:45 - 16:00 (Thu) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 31.01.2023 14:45 - 16:00 (Tue) | Lab Meeting room ground-floor | Kokavcová, Erika |
| Introduction to Navier-Stokes Equations | 02.02.2023 14:45 - 16:00 (Thu) | Lab Meeting room ground-floor | Kokavcová, Erika |
Description:
In the course we will introduce the well-known Navier-Stokes system, which is one of the Millennium Prize problems. The goal is to obtain the basic understanding of the problem as well as an overview of the related results which are known so far. Also, we will study possible generalizations of the problem.
Capacity:
0/20
Course Code:
C_MAT-4004_F22
Course instructor(s):
Erika Kokavcová
Course type:
Taught course
Course level:
Advanced/specialized
Primary Track:
Mathematics
Course format:
On campus
Duration:
Half semester
ECTS:
3
Semester:
Fall 2
Target audience:
PhD students and young postdocs in mathematics, especially analysis
Prerequisites:
Background in Mathematical Analysis, PDEs
Teaching format:
lectures
Assessment form(s):
participation
Grading scheme:
Pass/fail
Course Category:
Credit Course
Academic Year:
AY 2022/23