Number of results: 7

Results of the selected field of study MANA Mathematical Analysis (doctoral degree programme, full-time study mode)
Faculty
Faculty of Science
Field of Study/plan
PřF - Matematics (4-years): Mathematical Analysis
include only defended theses

Funková, Hana

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2014

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Half-linear Euler Differential Equation: Perturbations and Oscillatory Properties

Chvátal, Martin

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2016

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Almost periodic solutions of limit periodic and almost periodic linear difference systems

Kadeřábek, Zdeněk

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2016

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Periodic and quasiperiodic solutions of differential equations of Van der Pol-Mathieu type

Krejčová, Jana

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2014

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Oscillation of a class of the fourth-order nonlinear difference equations

Liška, Petr

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2016

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Asymptotic Behaviour of Third Order Differential Equations

Růžička, Vojtěch

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2017

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Oscillation Theory of Higher Order Half-Linear Differential and Difference Equations

Šepitka, Peter

(awarded the degree Ph.D.)

Doctoral Studies, Faculty of Science, 2014

Programme: Matematics (4-years)
Field of Study: Mathematical Analysis
Doctoral theses, Dissertations: Theory of Principal Solutions of Infinity for Linear Hamiltonian Systems