Number of results: 9

Results of 2 selected fields/plans of study
Field of Study/plan
PřF - Mathematics: Mathematics
include only defended theses

Afanasiev, Artem

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2025

Programme: Mathematics
Study plan: Mathematics
Master's thesis: Approximation of holomorphic functions

Bínovský, Ondrej

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2024

Programme: Mathematics
Study plan: Mathematics
Master's thesis: Applications of modular functions in algebraic number theory

Fajkusová, Michaela

(awarded the degree RNDr.)

Advanced Master's state examination, Faculty of Science, 2019

Programme: Mathematics
Study plan: Mathematics
Advanced Master's thesis: Limit-Point/Limit-Circle problem for Difference Equations

Perutka, Tomáš

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2023

Programme: Mathematics
Study plan: Mathematics
Master's thesis: Topological algebra

Procházka, Jan

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2024

Programme: Mathematics
Study plan: Mathematics
Master's thesis: K-theory and periodicity

Sadílek, Jan

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2023

Programme: Mathematics
Study plan: Mathematics
Master's thesis: Algebraic K-theory

Václavová, Adéla

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2024

Programme: Mathematics
Study plan: Mathematics
Master's thesis: Gauss and Jacobi sums and their applications

Vlachopulos, Petr

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2023

Programme: Mathematics
Study plan: Mathematics
Master's thesis: The Cheeger variational problem and its applications in String theory

Vondruška, Jan

(the defence was successful)

Master's degree programme (following the bachelor's one), Faculty of Science, 2022

Programme: Mathematics
Study plan: Mathematics
Master's thesis: Commutative algebra and its applications in algebraic geometry and number theory