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MU PHDkomb Mathematics
Name in Czech: Matematika
doctoral combined, language of instruction: Czech Czech
Included in the programme: MU PhD-M Mathematics

Introductory information / Instructions

Studijní plán obsahuje povinné předměty a skupiny povinně volitelných předmětů
Code Name Guarantor Type of Completion Extent and Intensity Credits Profile Cat. Requirement
MU:MUGA001Seminar in Differential Geometry and its Applications A. Sergyeyevz 0/3/0- P PV
MU:MUGA002Seminar M. Englišz 0/3/0- P PV
MU:MUGA004Algebraic and Differential Topology M. Marvandzk - Z PV
MU:MUGA005Algebraic Structures M. Marvandzk - Z PV
MU:MUGA006Differential Geometry of Manifolds M. Marvandzk - Z PV
MU:MUGA008Geometric Theory of Differential Equations M. Marvandzk - Z PV
MU:MUGA009Geometric Methods in General Relativity and in Field Theory M. Marvandzk - Z PV
MU:MUGA010Geometric Methods in Mechanics M. Marvandzk - Z PV
MU:MUGA011Global Analysis M. Marvandzk - Z PV
MU:MUGA014Symmetry Algebras M. Marvandzk - Z PV
MU:MUGA020PhD thesis M. Englišz 0/3/0- Z P
MU:MUMA001Seminar in Mathematical Analysis Z. Kočanz 0/3/0- P PV
MU:MUMA002Seminar M. Englišz 0/3/0- P PV
MU:MUMA003English M. Englišdzk - - P
MU:MUMA005Dynamical Systems M. Englišdzk - Z PV
MU:MUMA006Functional Analysis M. Englišdzk - Z PV
MU:MUMA007Mathematical Methods in Natural and Technical Sciences M. Englišdzk - Z PV
MU:MUMA008Ordinary Differential Equations M. Englišdzk - Z PV
MU:MUMA009Theory of Functions M. Englišdzk - Z PV
MU:MUMA010Topology M. Englišdzk - Z PV
MU:MUMA011Variational Analysis M. Englišdzk - Z PV
MU:MUMA012Basic Algebraic Categories M. Englišdzk - Z PV
MU:MUMA013Fundamentals of Analysis on Manifolds M. Englišdzk - Z PV
MU:MUMA015Complex Analysis M. Englišdzk - Z PV
MU:MUMA016Partial Differential Equations M. Englišdzk - Z PV
MU:MUMA017Real Analysis M. Englišdzk - Z PV
0 credits