BME Matematikai- és Számítástudományi Doktori Iskola > Témajavaslatok


2023-ban meghirdetett PhD témák

Supervisor Department/Institute SH eligible topic Thesis proposal

BÁRÁNY Balázs

Department of Stochastics

No

Geometric properties of non-conformal sets

BARNA Imre Ferenc

Wigner Research Center for Physics

Yes

Searching for analytic solutions of physically relevant non-linear partial differential equations 

BURAI Pál

Department of Differential Equations

Yes

Quasi-arithmetic expressions

CSÁJI Balázs Csanád

SZTAKI - Institute for Computer Science and Control

No

Reinforcement Learning

CSÁJI Balázs Csanád

SZTAKI - Institute for Computer Science and Control

No

Statistical Learning

CSATÓ László

SZTAKI - Institute for Computer Science and Control

No

Tournament design

DOMOKOS Gábor, LÁNGI Zsolt

Department of Geometry

Yes

Morphodynamics of convex solids

DOMOKOS Gábor, LÁNGI Zsolt

Department of Geometry

Yes

Convex mosaics

DOMOKOS, Mátyás

Alfréd Rényi Institute of Mathematics

No

Moduli spaces of representations

FARAGÓ István

Department of Differential Equations

Yes

Numerical methods of boundary value problems  for ODE

FARAGÓ István

Department of Differential Equations

No

Mathematical modelling of epidemic propagation

GERBNER Dániel

Alfréd Rényi Institute of Mathematics

Yes

Generalized Turán problems

GILYÉN András

Alfréd Rényi Institute of Mathematics

No

Quantum Computing

HEGEDŰS Pál

Department of Algebra

Yes

Reflection subgroups of finite and affine Weyl groups

HEGEDŰS Pál

Department of Algebra

Yes

Constants of Algebraic Derivations

HORVÁTH Róbert

Department of Analysis

Yes

Qualitative investigation of the numerical solutions of partial differential equations

IVANYOS Gábor

Department of Algebra

No

Algebraic methods in quantum information processing

IVANYOS Gábor

Department of Algebra

No

Graphs, algebra and algorithms

KARÁTSON János

Department of Analysis

Yes

Maximum principles and related properties for diffusion type PDEs

KEREPESI Csaba

SZTAKI - Institute for Computer Science and Control

Yes

Bioinformatics aspects of aging and rejuvenation

KISS Gergely

Alfréd Rényi Institute of Mathematics

No

Fuglede’s conjecture on Abelian groups

 KOVÁCS Edith Alice  Department of Analysis and Operations Research No  Stochastic Optimization Models with Applications

LÁNGI Zsolt

Department of Geometry

Yes

Extremum problems in geometry

MARÓTI Attila

Alfréd Rényi Institute of Mathematics

No

Growth in alternating groups

MATOLCSI Máté

Department of Analysis

Yes

Selected applications of Fourier analysis

MOLNÁR Lajos

Department of Analysis

Yes

Transformations on structures of matrices, operators, and functions

MOLONTAY Roland

Department of Stochastics

Yes

Data-driven methods of complex networks

MOLONTAY Roland

Department of Stochastics

Yes

Network science and interpretable machine learning-based decision support systems

MOSONYI Milán

Department of Analysis

No

Quantum Information Theory

PACH János

Alfréd Rényi Institute of Mathematics

Yes

Geometric and Topological Graphs

PACH Péter Pál

Department of Computer Science and Information Theory

Yes

Applications of the polynomial method

PACH Péter Pál

Department of Computer Science and Information Theory

Yes

Arithmetic combinatorics

RÓNYAI Lajos

Department of Algebra

No

Algebraic methods in computer science

SIMON Károly

Department of Stochastics

Yes

Self-similar and self-conformal fractals

SIMON Károly

Department of Stochastics

Yes

Dimension theory of non-Markovian attractors and non-linear hyperbolic sets

SIMONYI Gábor

Department of Computer Science and Information Theory

No

Information theoretic and related parameters of graphs

SZIRMAI Jenő

Department of Geometry

No

Ball packings, coverings and Dirichlet-Voronoi cells in Thurston geometries

TELCS András

Wigner Research Centre for Physics

Yes

Causality analysis and dimension estimates

TELCS András

Wigner Research Centre for Physics

Yes

Causality analysis in economy, ecology and other fields

TÓBIÁS András

Department of Computer Science and Information Theory

No

Population-genetic models with clonal interference: The case of moderate selection

TÓTH Imre Péter

Department of Stochastics

Yes

Statistical behaviour in hyperbolic dynamical systems

TÓTH János

Department of Analysis

Yes

Mathematical problems of formal reaction kinetics

VETŐ Bálint

Department of Stochastics

No

Asymptotics of exactly solvable models in the Kardar-Parisi-Zhang universality class

 


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Utolsó módosítás: 2023.10.27.