Group of Subjects - 2018_BEECSP - Compulsory subjetcs of the programme

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B | C | D | E | F | L | M | P
Group: Compulsory subjetcs of the programme
Min. credits: 102   Max. credits: 102   Min. subjects: 18 Role: P - compulsory courses for the programme
Subject Name Extent
of teaching		 Language
of teaching		 Completion
 Semester
 Rec.
sem.		 Cred.
 Guarantors Teachers Dept.
BE5B01MA1 Calculus 1 4P+2S EN Z,ZK Z 1 7 Vivi P.   13101
BE5B01DMG Discrete Mathematics and Graphs 3P+1S EN Z,ZK Z 1 5 Hamhalter J.   13101
BE5B01LAL Linear Algebra 4P+2S EN Z,ZK Z 1 8 Vivi P.   13101
BE5B33PRG Programming Essentials 2P+2C EN Z,ZK Z 1 6 Svoboda T.   13133
BE5B01MA2 Calculus 2 4P+2S EN Z,ZK L 2 7 Habala P.   13101
BE5B01DEN Differential Equations&Numerical Methods 4P+2C EN Z,ZK L 2 7 Habala P.   13101
BE5B02PH1 Physics 1 4P+1L+2C EN Z,ZK L 2 8 Pekárek S.   13102
BE5B15MAA Mathematical Applications 0P+4C EN Z,ZK L 2 4 Kyncl J.   13115
BE5B33PGE Programming for Engineers 2P+2C EN Z,ZK L 2 6 Genyk-Berezovskyj M.   13133
BE5B01PRS Probability and Statistics 4P+2S EN Z,ZK Z 3 7 Helisová K.   13101
BE5B02PH2 Physics 2 3P+1L+2C EN Z,ZK Z 3 7 Pekárek S.   13102
BE5B31ZEO Fundamentals of Electrical Circuits 2P+2S EN Z,ZK Z 3 5 Hospodka J.   13131
BE5B34ELP Electron Devices 2P+2L EN Z,ZK L 4 5 Hazdra P.   13134
BE5B34MIK Microcontrollers 2P+2L EN Z,ZK L 4 6 Janíček V.   13134
BE5B99PRO Project 2P+2S+6D EN Z Z 5 10 Jandera J., Knápek J.   13116
BE5B16EPD Business Economics 2P+2S EN KZ Z,L 6 4 Podivínský T.   13116

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Responsible person: prof. Ing. Jiří Jakovenko, Ph.D.