Supervisor

Department/Institute

SH eligible topic

Thesis proposal

BÁRÁNY Balázs

Department of Stochastics

Yes

Dimension theory of dynamical systems

BARNA Imre Ferenc

Wigner Research Center for Physics

Yes

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

BOZÓKI Sándor

SZTAKI - Institute for Computer Science and Control

No

Solving systems of nonlinear equations

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

DOMOKOS Gábor, LÁNGI Zsolt

Department of Geometry

Yes

Morphodynamics of convex solids

DOMOKOS Gábor, LÁNGI Zsolt

Department of Geometry

Yes

Convex mosaics

FARAGÓ István

Department of Differential Equations

No

Numerical methods of boundary value problems  for ODE

GERBNER Dániel

Alfréd Rényi Institute of Mathematics

Yes

Generalized Turán problems

IVANYOS Gábor

Department of Algebra

No

Algebraic methods in quantum information processing

IVANYOS Gábor

Department of Algebra

No

Graphs, algebra and algorithms

KÁLMÁN Orsolya

Wigner Research Centre for Physics

Yes

Nonlinear protocols for quantum information processing

KOVÁCS Edith Alice

Department of Differential Equations

Yes

Vine copula modelling in high dimension and applications

KOVÁCS Edith Alice

Department of Differential Equations

Yes

Dealing with the curse of dimensionality: divide and conquer exploiting the stochastic dependency structure encoded by its Markov network

KROÓ András

Department of Analysis

Yes

Optimal polynomial meshes, discretization of the uniform and integral norms of multivariate polynomials

LÁNGI Zsolt

Department of Geometry

Yes

Extremum problems in geometry

LOVAS Attila

Department of Analysis

Yes

Compositional data analysis methods in information geometry and data science

MATOLCSI Máté

Department of Analysis

No

Selected applications of Fourier analysis

MOLNÁR Lajos

Department of Analysis

Yes

Transformations on structures of matrices, operators, and functions

MOSONYI Milán

Department of Analysis

No

Quantum Information Theory

NAGY Gábor

Department of Algebra

Yes

Algebraic structures in coding theory and crytpgraphy

ORBÁN Gergő

Wigner Research Center for Physics

Yes

Deep generative models for understanding hierarchical computations in the visual system

ORBÁN Gergő

Wigner Research Center for Physics

Yes

Reverse engineering the internal models underlying decisions based on human behavioral data

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

PETE Gábor

Department of Stochastics

No

Noise sensitivity of Boolean functions, with applications to Markov chains in statistical physics and group theory

PINTÉR Miklós

Department of Differential Equations

Yes

Selected topics in Game Theory

RÁTH Balázs

Department of Stochastics

Yes

Phase transitions and self-organized criticality of random spatial processes

RÁTH Balázs

Department of Stochastics

No

Large-scale behaviour of stochastic epidemic models on graphs

RÓNYAI Lajos

Department of Algebra

No

Algebraic methods in computer science

SIMON Károly

Department of Stochastics

Yes

Data-driven methods of complex networks

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

SIMON Károly

Department of Stochastics

Yes

Random Fractals

SZABÓ Szilárd

Department of Geometry

No

Algebraic Geometric aspects of Moduli Spaces

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

TÓTH János

Department of Analysis

Yes

Appplications of algebraic methods in chemical reaction kinetics

VETŐ Bálint

Department of Stochastics

No

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

VÉRTESI Péter

Alfréd Rényi Institute of Mathematics

Yes

Lebesgue function,Lebesgue constant

VÉRTESI Péter

Alfréd Rényi Institute of Mathematics

Yes

Faber theorem and some of its generalizations

VIHAROS Zsolt János

SZTAKI - Institute for Computer Science and Control

No

Adaptive, Hybrid Feature Selection (AHFS)

VRANA Péter

Department of Geometry

No

Multi-partite quantum entanglement