BME TTK Matematika Doktori iskola

BME Matematikai- és Számítástudományi Doktori Iskola > Témajavaslatok

2022-ben meghirdetett PhD témák

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
BURAI Pál	Department of Differential Equations	No	Convex analysis
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	Invariant theory
FARAGÓ István	Department of Differential Equations	Yes	Numerical methods of boundary value problems for ODE
GILYÉN András	Alfréd Rényi Institute of Mathematics	No	Quantum Computing
HEGEDŰS Pál	Department of Analysis	Yes	Reflection subgroups of finite and affine Weyl groups
HEGEDŰS Pál	Department of Analysis	Yes	Constants of Algebraic Derivations
IVANYOS Gábor	Department of Algebra	No	Algebraic methods in quantum information processing
IVANYOS Gábor	Department of Algebra	No	Graphs, algebra and algorithms
KISS Gergely	Alfréd Rényi Institute of Mathematics	No	Fuglede’s conjecture on Abelian groups
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
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
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
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
STIPSICZ András	Alfréd Rényi Institute of Mathematics	No	Legendrian knots in contact three-manifolds
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 Imre	Department of Stochastics	Yes	Statistical behaviour in hyperbolic dynamical systems
VETŐ Bálint	Department of Stochastics	No	Asymptotics of exactly solvable models in the Kardar-Parisi-Zhang universality class