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Basic mathematics course for 2nd year students of physics. Prerequisities: Mathematics for physicists II.
Last update: G_M (03.06.2004)
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Basic mathematics course for 2nd year students of physics. Prerequisities: Mathematics for physicists II. Last update: T_KVOF (28.03.2008)
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Kopáček, J.: Matematická analýza pro fyziky IV. (skripta)
Kopáček J.: Příklady z matematiky pro fyziky IV. (skripta)
Last update: Rokyta Richard, prof. MUDr., DrSc. (09.02.2006)
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přednáška + cvičení Last update: T_KVOF (28.03.2008)
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1. Fouries series II: Fourier series in Hilbert spaces, orthogonal systems of polynomials (Legendre, Hermite, Chebyshev), eigenfunctions of differential operators.
2. Introduction to the complex analysis: Holomorfic function, Cauchy-Riemann equations, line integral in the complex domain, primitive function. Cauchy theorem, Cauchy formula, Liouville theorem. Taylor series, function holomorfic between circular contours, isolated singularities, Laurent series. Residue and Residue theorem. Conformal mapping.
3. Fourier transform of functions. Last update: T_KMA (13.05.2008)
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