Mathematics (study plan)

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MU PHDprez Mathematics

Name in Czech: Matematika
doctoral full-time, 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	Term	Profile Cat.
MU:MUGA001	Seminar in Differential Geometry and its Applications	A. Sergyeyev	z	0/3/0	-	-	P
MU:MUMA001	Seminar in Mathematical Analysis	Z. Kočan	z	0/3/0	-	-	P
					0 credits

Code	Name	Guarantor	Type of Completion	Extent and Intensity	Credits	Term	Profile Cat.
MU:MUGA004	Algebraic and Differential Topology	M. Marvan	dzk		-	-	Z
MU:MUGA005	Algebraic Structures	M. Marvan	dzk		-	-	Z
MU:MUGA006	Differential Geometry of Manifolds	M. Marvan	dzk		-	-	Z
MU:MUGA008	Geometric Theory of Differential Equations	M. Marvan	dzk		-	-	Z
MU:MUGA009	Geometric Methods in General Relativity and in Field Theory	M. Marvan	dzk		-	-	Z
MU:MUGA010	Geometric Methods in Mechanics	M. Marvan	dzk		-	-	Z
MU:MUGA011	Global Analysis	M. Marvan	dzk		-	-	Z
MU:MUGA014	Symmetry Algebras	M. Marvan	dzk		-	-	Z
MU:MUMA005	Dynamical Systems	M. Engliš	dzk		-	-	Z
MU:MUMA006	Functional Analysis	M. Engliš	dzk		-	-	Z
MU:MUMA007	Mathematical Methods in Natural and Technical Sciences	M. Engliš	dzk		-	-	Z
MU:MUMA008	Ordinary Differential Equations	M. Engliš	dzk		-	-	Z
MU:MUMA009	Theory of Functions	M. Engliš	dzk		-	-	Z
MU:MUMA010	Topology	M. Engliš	dzk		-	-	Z
MU:MUMA011	Variational Analysis	M. Engliš	dzk		-	-	Z
MU:MUMA012	Basic Algebraic Categories	M. Engliš	dzk		-	-	Z
MU:MUMA013	Fundamentals of Analysis on Manifolds	M. Engliš	dzk		-	-	Z
MU:MUMA015	Complex Analysis	M. Engliš	dzk		-	-	Z
MU:MUMA016	Partial Differential Equations	M. Engliš	dzk		-	-	Z
MU:MUMA017	Real Analysis	M. Engliš	dzk		-	-	Z
					0 credits