Interaktivní osnova

This is the second of the two main Maths courses designed for the very first semester of the study.

We shall shape the individual weeks together. The work will be based on individually solved tasks and discussions, covering the following schedule: polynomial interpolation (1 week); topology of the real line and the complex plane, convergence, spaces of elementary functions, and power series (3 weeks); elements of differential and integral calculus in 1D, including numerical aspects (6 weeks); Fourier series and Fourier transform in 1D (4 weeks).

Everything is covered in the text (Chapters 5-7) available at www.math.muni.cz/~slovak/BG.pdf.