Courses of the Study Programme Mathematics in Civil Engineering

Profile mathematical study courses

Code of the Course	Name of the Course	Garant	Rozsah
D01VMT_EN	Variational Methods in the Theory of Elasticity	Ing. Michal Beneš, Ph.D.	13p + 13s
D01DS_EN	Dynamical systems	doc. RNDr. Jozef Bobok, CSc.	26p
D01MSP1_EN	Advanced course of Mathematical Statistics and Probability I	prof. RNDr. Daniela Jarušková, CSc.	26p
D01MSA2_EN	Mathematical Statistics II – Time Series Analysis	prof. RNDr. Daniela Jarušková, CSc.	26p
D01ER_EN	Evolution Equations	RNDr. Pavel Krejčí, CSc.	26p
D01MMPD_EN	Modern Methods for solving of Linear Partial Differential Equations of Elliptic Type	doc. RNDr. Petr Kučera, CSc., doc. RNDr. Zdeněk Skalák, CSc.	26p
D01MMPT_EN	Mathematical models of flow of incompressible fluids	doc. RNDr. Petr Kučera,CSc.	26p
D01MKP_EN	Finite Elements method	doc. RNDr. Petr Mayer, Dr., doc. RNDr. Aleš Nekvinda, CSc.	13p + 13s
D01ODE_EN	Ordinary differential equations	Mgr. Yuliya Namlyeyeva, Ph.D.	20p + 6s
D01FAN_EN	Functional analysis	doc. RNDr. Aleš Nekvinda, CSc.	13p + 13s
D01NLA_EN	Numerical linear algebra	doc. RNDr. Ivana Pultarová, Ph.D.	18p + 8s
D01MTNS_EN	An introduction to the mathematical theory of the Navier-Stokes	doc. RNDr. Zdeněk Skalák, CSc., doc. RNDr. Petr Kučera, CSc.	26p
D01RNS_EN	Regularity of weak soutions to the Navier-Stokes equations	doc. RNDr. Zdeněk Skalák, CSc.	26p

Compulsory-elective technical study courses

Code of the Course	Name of the Course	Garant	Rozsah
D01AER_EN	Evolution equations with applications in civil engineering	Ing. Michal Beneš, Ph.D.	13p + 13s
D41RTP_EN	Reactive Transport in Soils	Ing. Jaromír Dušek, PhD.	26p
D32TEM_EN	Tensor Mechanics	prof. Ing. Milan Jirásek, DrSc.	13p + 13s
D32PRE_EN	Deformation and Failure of Materials	prof. Ing. Petr Kabele, Ph.D.	13p + 13s
D41VPR_EN	Multiphase Flows	prof. Dr. Ing. Václav Matoušek	13p + 13s
D41HKZ_EN	Critical Zone Hydrology	prof. Ing. Tomáš Vogel, CSc.	26p
D32MH1_EN	Micromechanics of Heterogeneous Materials I (Analytical Methods)	prof. Ing. Jan Zeman, Ph.D.	26p
D32MH2_EN	Micromechanics of Heterogeneous Materials II (Analytical Methods)	prof. Ing. Jan Zeman, Ph.D.	26p

Advanced study courses

Code of the Course	Name of the Course	Garant	Rozsah
D01DDS_EN	Differential equations and dynamical systems	doc. RNDr. Jozef Bobok, CSc.	26p
D01PLS_EN	Positive linear systems	doc. RNDr. Jozef Bobok, CSc.	26p
D01ALM_EN	Computer Algebra System Maple	doc. RNDr. Jan Chleboun, CSc.	13p + 13s
D01NMA_EN	Numerical Computing with Matlab	doc. RNDr. Jan Chleboun, CSc., doc. RNDr. Ivana Pultarová, Ph.D.	18p + 8s
D01NSM_EN	Non-Stochastic Methods for Uncertainty Quantification	doc. RNDr. Jan Chleboun, CSc.	16p + 10s
D01MLO_EN	Local Optimization Methods	doc. RNDr. Jan Chleboun, CSc.	16p + 10s
D41VPR_EN	Multiphase Flows	prof. Dr. Ing. Václav Matoušek	13p + 13s
D01AMN1_EN	Applied mathematics and numerical methods I	doc. RNDr. Petr Mayer, Dr.	26p
D01AMN2_EN	Applied mathematics and numerical methods II	doc. RNDr. Petr Mayer, Dr.	26p
D01OBJ_EN	Object-Oriented Programming	doc. RNDr. Petr Mayer, Dr.	13p + 13s
D01VTV_EN	Highly Efficient Methods for Scientific Computing	doc. RNDr. Petr Mayer, Dr.	13p + 13s
D01KLE_EN	Qualitative properties of solutions to linear elliptic equations	Mgr.Yuliya Namlyeyeva, Ph.D.	20p + 6s
D01PFS_EN	Function spaces	doc. RNDr. Aleš Nekvinda, CSc.	26p
D01GS_EN	Geostatistics	RNDr. Jana Nosková, Dr.	13p + 13s
D01RS_EN	Robust statistics	RNDr. Jana Nosková, Dr.	13p + 13s
D01SNM_EN	Stochastic numerical methods in uncertainy quantification	doc. RNDr. Ivana Pultarová, Ph.D.	18p + 8s
D01MET_EN	Metric spaces and topology	doc. RNDr. Ondřej Zindulka, CSc.	26p
D01FRA_EN	Fractal sets	doc. RNDr. Ondřej Zindulka, CSc.	26p