Schedule of lectures of F7ABBITP (semester B252)

Week Par Date Time Hours Room Subject Teacher
1 1 Feb 16, 2026 14:00 2 KL:B-307 Antiderivative, indefinite integral, basic properties. Table integrals, integration by parts. prof. RNDr. Jiří Neustupa, CSc.
2 1 Feb 23, 2026 14:00 2 KL:B-307 Method of substitution. Integration of simpler rational functions - decomposition to partial fractions. prof. RNDr. Jiří Neustupa, CSc.
3 1 Mar 2, 2026 14:00 2 KL:B-307 Integrals of partial fractions. Integration of trigonometric functions, their products and powers. prof. RNDr. Jiří Neustupa, CSc.
4 1 Mar 9, 2026 14:00 2 KL:B-307 Definite (Riemann's) integral. Geometric and physical meaning. Newton-Leibniz formula. Application of the integration by parts in the calculation of the definite integral prof. RNDr. Jiří Neustupa, CSc.
5 1 Mar 16, 2026 14:00 2 KL:B-307 Application of the substitution method in the calculation of the definite integral. Further geometric and physical applications. prof. RNDr. Jiří Neustupa, CSc.
6 1 Mar 23, 2026 14:00 2 KL:B-307 Improper Riemann's integral (due to the function, due to the limit). prof. RNDr. Jiří Neustupa, CSc.
7 1 Mar 30, 2026 14:00 2 KL:B-307 1st order ordinary differential equations (ODE) with separable variables. Initial condition, Cauchy problem. Simple applications. prof. RNDr. Jiří Neustupa, CSc.
8 1 Apr 6, 2026 14:00 2 KL:B-307 Public Holiday prof. RNDr. Jiří Neustupa, CSc.
9 1 Apr 13, 2026 14:00 2 KL:B-307 1st order linear ODE (homogeneous and inhomogeneous). Method of variation of a constant. prof. RNDr. Jiří Neustupa, CSc.
10 1 Apr 20, 2026 14:00 2 KL:B-307 2nd order linear ODE with constant coefficients (homogeneous and inhomogeneous). Characteristic equation, fundamental system of solutions of the homogeneous equation, general solution of the homogeneous equation. prof. RNDr. Jiří Neustupa, CSc.
11 1 Apr 27, 2026 14:00 2 KL:B-307 Particular solution of the inhomogeneous equation, general solution of the inhomogeneous equation. Methods of finding the particular solution: method of estimation and variation of constants. prof. RNDr. Jiří Neustupa, CSc.
12 1 May 4, 2026 14:00 2 KL:B-307 Laplace transform and inverse Laplace transform. Application of the Laplace transform to solution of ODE. prof. RNDr. Jiří Neustupa, CSc.
13 1 May 11, 2026 14:00 2 KL:B-307 Z-transform prof. RNDr. Jiří Neustupa, CSc.
14 1 May 18, 2026 14:00 2 KL:B-307 Repetition: solution of various types of ODE by various methods. Application s in geometry, physics, chemistry, population dynamics, spread of infection, spread of information, etc. prof. RNDr. Jiří Neustupa, CSc.
Total 28