Fast basic course of calculus: functions, derivatives, integrals.
Fast basic course of calculus: multivariable calculus, differential equtions and dynamical systems, Fourier series, Fourier transform
Introductory course of mathematics for biologists: graphical processing of data, very basic calculus and statistics
Advanced course of partial differential equations: linear parabolic and hyperbolic equations, reaction-diffusion equations, dispersive waves
Topics graduate course from biomathematics.
Previous topics: Mathamatical models of cell biology, Epidemiology, Population dynamics
N-mCBI-119/22 Genomika (J. Nosek, PriF UK)
Úvod do vedy (P. Celec, LF UK)
FMFI UK Bratislava (1997-1998, 2003, 2009-2016)
Analysis I-IV (for physicists)
Differential Equations
PriF UK Bratislava (2013-2014)
Mathematics I (for biologists and chemists)
U Michigan Ann Arbor (2005-2009)
Math 289 Problem Solving
Math 351 Introduction to Real Analysis
Math 404 Dynamical Systems
Math 454 Boundary Value Problems for Partial Differential Equations and Applications
Math 462 Mathematical Modeling
Math 558 Ordinary Differential Equations
Math 651 Pattern Formation
Math 756 Stability of Nonlinear Waves
U Maryland College Park (1998-2004)
Calculus I-II
Precalulus I-II
FChPT STU Bratislava (1997-1998)
Calculus I-II