Completion: Branch Computer Graphics - Recommended course structure, Plan: Open Informatics - Computer Graphics

Summary of Study | Summary of Branches | All Subject Groups | All Subjects | List of Roles | Explanatory Notes               Instructions
Summary of Programs Open Informatics | Block summary of programs | Branch of this plan

Master programme - Computer Graphics

Study plan: Open Informatics - Computer Graphics
Recommended completion: Branch Computer Graphics - Recommended course structure

1. semester
Role Subject Name Extent
of teaching
Language
of teaching
Completion
Semester
Cred. Guarantors Teachers Dept.
P BE4M33PAL Advanced Algorithms 2P+2C EN Z,ZK Z 6 Průša D.   13133
PO BE4M39APG Algorithms of Computer Graphics 2P+2C EN Z,ZK Z 6 Žára J.   13139
PO BE4M39MMA Multimedia and Computer Animation 2P+2L EN Z,ZK Z 6     13139
V   Elective subjects         12      


2. semester
Role Subject Name Extent
of teaching
Language
of teaching
Completion
Semester
Cred. Guarantors Teachers Dept.
P BE4M01TAL Theory of Algorithms 3P+2S EN Z,ZK L 6 Demlová M.   13101
P BE4M35KO Combinatorial Optimization 3P+2C EN Z,ZK L 6     13135
PO BE4M33GVG Geometry of Computer Vision and Graphics 2P+2C EN Z,ZK L 6 Pajdla T.   13133
PO BE4M39DPG Data Structures for Computer Graphics 2P+2S EN Z,ZK Z 6 Havran V.   13139
PO BE4M39VIZ Visualization 2P+2C EN Z,ZK L 6 Čmolík L.   13139


3. semester
Role Subject Name Extent
of teaching
Language
of teaching
Completion
Semester
Cred. Guarantors Teachers Dept.
P BE4MSVP Software or Research Project   EN KZ Z,L 6     13000
PO BE4M39VG Computational Geometry 2P+2S EN Z,ZK Z 6 Felkel P.   13139
V   Elective subjects         18      


4. semester
Role Subject Name Extent
of teaching
Language
of teaching
Completion
Semester
Cred. Guarantors Teachers Dept.
P BDIP25 Diploma Thesis 22s CS Z L 25     13000
V   Elective subjects         5      


Page updated 21.5.2024 17:51:15, semester: Z/2024-5, Z,L/2023-4, Send comments about the content to the Administrators of the Academic Programs Proposal and Realization: I. Halaška (K336), J. Novák (K336)