Schedule of tutorials of F7AMBSPMM (semester B241)

Week Par Date Time Hours Room Subject Teacher
1 1 Sep 25, 2024 12:00 0 KL:B-534 Introduction: Mathematical SW, overview and development (Maple, Mathematica, Matlab). Ing. Bartoloměj Biskup, Ph.D.
2 1 Oct 2, 2024 12:00 0 KL:B-534 Data fitting using the method of least squares and optimization functions. Ing. Bartoloměj Biskup, Ph.D.
3 1 Oct 9, 2024 12:00 2 KL:B-534 Single-species population growth dynamics. Natural population growth model, Logistic model. Ing. Bartoloměj Biskup, Ph.D.
4 1 Oct 16, 2024 12:00 2 KL:B-534 Linear autonomous systems. Eqillibrium points, their stability/instability. Modelling in pplane8 application. Ing. Bartoloměj Biskup, Ph.D.
5 1 Oct 23, 2024 12:00 2 KL:B-534 Almost linear autonomous systems - linearization of an almost linear system near the equilibrium point. Ing. Bartoloměj Biskup, Ph.D.
6 1 Oct 30, 2024 12:00 2 KL:B-534 Nonlinear autonomous systems, Dynamics of two species population growth. Ing. Bartoloměj Biskup, Ph.D.
7 1 Nov 6, 2024 12:00 2 KL:B-534 Mid-term 1 Ing. Bartoloměj Biskup, Ph.D.
8 1 Nov 13, 2024 12:00 2 KL:B-534 Modelling of epidemiological models. Ing. Bartoloměj Biskup, Ph.D.
9 1 Nov 20, 2024 12:00 2 KL:B-534 Inverse role in biomedical applications. Ing. Bartoloměj Biskup, Ph.D.
10 1 Nov 27, 2024 12:00 2 KL:B-534 Intro to Partial Differential Equations, Classification of PDEs. Ing. Bartoloměj Biskup, Ph.D.
11 1 Dec 4, 2024 12:00 2 KL:B-534 Dirichlet problem for Laplace and Poisson equation in 2D. Numerical solution – finite difference method. Ing. Bartoloměj Biskup, Ph.D.
12 1 Dec 11, 2024 12:00 2 KL:B-534 Heat equation, mixed boundary value problem for heat equation. Stability of the numerical scheme. Ing. Bartoloměj Biskup, Ph.D.
13 1 Dec 18, 2024 12:00 2 KL:B-534 Wave equation. Mixed Boundary value problem for wave equation. Numerical solution. Ing. Bartoloměj Biskup, Ph.D.
14 1 Jan 8, 2025 12:00 2 KL:B-534 Mid-term 2 Ing. Bartoloměj Biskup, Ph.D.
Total 24