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Last update: G_M (07.05.2014)
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Last update: prof. RNDr. Ondřej Kalenda, Ph.D., DSc. (17.02.2020)
The course is finished by a credit and an exam. The credit should be obtained before passing the exam.
The credit is awarded for attendance and tests. The exact conditions are described in the Czech version as the course is taught in Czech. |
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Last update: prof. RNDr. Ondřej Kalenda, Ph.D., DSc. (17.02.2020)
The course is taught in Czech, therefore the relevant literature is also in Czech:
Hájková V., Johanis M., John O., Kalenda O., Zelený M.: Matematika, Matfyzpress, Praha 2012
Kopáček J. a kol.: Příklady z matematiky nejen pro fyziky I., Matfyzpress, Praha 2005 (chapters 7, 9.4 a 9.5)
Kopáček J. a kol.: Příklady z matematiky nejen pro fyziky II., Matfyzpress, Praha 2006 (chapters 3 a 5)
Děmidovič B.P.: Sbírka úloh a cvičení z matematické analýzy, Fragment, Praha 2003. |
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Last update: prof. RNDr. Ondřej Kalenda, Ph.D., DSc. (17.02.2020)
Before passing the exam students should gain the credit. The exam has a written part and an oral part. Necessary condition to pass the oral part is a successful passing of the written part. If a student fails the exam, he or she should pass again whole exam (both written and oral part).
Since the course is taught in Czech, more detail description of the conditions is given in the Czech version. |
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Last update: G_M (07.05.2014)
This course is just a copy of JEB006.
(Functions of several variables: smooth functions, implicit function theorem, free and constrained extrema, quasiconcave fuctions.
Linear algebra: basic matrix operations, determinants, solution of systems of linear equations.
Series: convergence and divergence, criteria of convergence, absolute convergence.
Basic properties of Riemann integral.) |
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Last update: RNDr. Václav Vlasák, Ph.D. (10.05.2018)
Be familiar with the notions of mathematics 1 NMMA701. |