Number of results: 159

Results of the selected field of study OM Mathematics (Bachelor's degree programme, full-time study mode, single-subject)
Faculty
Faculty of Science
Field of Study/plan
PřF - Mathematics: Mathematics
include only defended theses

Baláž, Martin

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2016

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Simplicial homology

Baletková, Martina

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2010

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Iterative methods for solving systems of linear equations

Bartoňová, Jana

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2013

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Piecewise teastable languages

Boček, Tadeáš

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2020

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Convergence

Bráblík, Jan

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2019

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Data refilling methods for climate models

Cícha, Tomáš

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2009

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Sparse matrices and their using in numerical mathematics

Coufalík, Marek

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2022

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Homotopy Type Theory

Čepil, Adam

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2020

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Basics of conformal geometry

Černá, Hana

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2013

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Continuity in topological, metric, and normed linear spaces

Černý, Ondřej

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2009

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Faktorization of matrices

Čupera, Jakub

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2007

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Models of drug dissolution

Darmovzal, Ondřej

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2018

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Bernoulli Numbers

Demenchuk, Vladislav

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2018

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Elements of nonstandard analysis

Dluhoš, Petr

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2010

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: FitzHugh-Nagumo model of neuronal excitability

Dobrovič, Adam

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2020

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Extended Kuhn poker

Doležal, Martin

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2015

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Polycyclic groups

Dostálová, Michaela

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2013

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Functions of bounded variation

Doucha, Michal

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2007

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Homogenous sets

Družbíková, Kateřina

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2012

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Continued fractions and difference equations

Dufková, Kateřina

(the defence was successful)

Bachelor's Studies, Faculty of Science, 2010

Programme: Mathematics
Field of Study: Mathematics
Bachelor's thesis: Continuous logistic population growth models