|
Thesis title |
Year of announcement |
Year of defence |
Thesis type |
Thesis discipline | Supervisor |
Author |
Announced |
Assigned | Department |
Faculty |
|
Spline-base functions for the soulution of boundary-value problems |
2017/2018 |
2017/2018 |
Bachelor's thesis |
MOM | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
06.10.2014 |
04.12.2017 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical modelling of compressible flow using spectral element method |
2017/2018 |
2018/2019 |
diploma thesis |
FMPMF | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
22.02.2018 |
16.04.2018 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Goal-oriented adaptive methods for the numerical solution of PDEs |
2017/2018 |
|
dissertation |
4M6 | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
20.09.2017 |
13.10.2017 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical analysis of the discontinuous Galerkin method in the BV spaces |
2017/2018 |
|
diploma thesis |
MNVM | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
|
29.09.2015 |
Ne | Katedra numerické matematiky (32-KNM) |
MFF |
|
Modeling of unsteady separated flow over wing |
2019/2020 |
|
diploma thesis |
MMFT | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
07.06.2019 |
10.07.2020 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical integration of piecew-wise polynomial functions on non-matching grids |
2019/2020 |
|
Bachelor's thesis |
MOM | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
|
01.09.2015 |
Ne | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical solution of the simplified Richards equations |
2019/2020 |
2019/2020 |
Bachelor's thesis |
MOM | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
10.10.2018 |
27.05.2020 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical solution of problems arising from porous media flows |
2020/2021 |
|
dissertation |
P4M6A | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
18.11.2019 |
08.09.2020 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical solution of porous media flow with a dual-permeability model |
2021/2022 |
2022/2023 |
diploma thesis |
MNVP | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
12.09.2022 |
12.09.2022 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Parareal method for the numerical solution of initial value problems |
2022/2023 |
|
Bachelor's thesis |
| prof. RNDr. Vít Dolejší, Ph.D., DSc. |
Štěpán Adam Chovaneček |
06.02.2023 |
19.05.2023 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Goal-oriented error estimates for nonlinear problems |
2023/2024 |
|
diploma thesis |
MMFP, MMFPA, MNVM, MNVMA | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
|
25.09.2019 |
Ne | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical solution of ordinary differential equations using higher order reconstructions |
2023/2024 |
|
Bachelor's thesis |
MOM, MOMP | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
|
05.01.2024 |
Ne | Katedra numerické matematiky (32-KNM) |
MFF |
|
Nonhydrostatic mesoscale atmosphering modeling |
2023/2024 |
|
diploma thesis |
MMFP, MMFPA, MNVM, MNVMA | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
|
16.07.2020 |
Ne | Katedra numerické matematiky (32-KNM) |
MFF |
|
Domain decomposition methods for the solution of differential equations |
2023/2024 |
|
Bachelor's thesis |
MOM | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
10.07.2020 |
02.04.2024 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Numerical solution of the three-body problem |
2023/2024 |
|
Bachelor's thesis |
MOM | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
Josef Gajdůšek |
10.07.2020 |
30.11.2023 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Domain decomposition methods for the solution of partial differential equations using discontinuous Galerkin method |
2023/2024 |
|
diploma thesis |
MNVP | prof. RNDr. Vít Dolejší, Ph.D., DSc. |
hidden |
10.07.2022 |
06.06.2023 | Katedra numerické matematiky (32-KNM) |
MFF |
|
Adaptive domain decomposition methods for the solution of partial differential equations |
2024/2025 |
|
dissertation |
| prof. RNDr. Vít Dolejší, Ph.D., DSc. |
|
11.04.2024 |
Ne | Katedra numerické matematiky (32-KNM) |
MFF |
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