Completion: Specialization Computer Vision and Image Processing - Passage through study, Plan: Open Informatics - Computer Vision and Image Processing
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
1. semester
2. semester
3. semester
4. semester
Summary of Programs Open Informatics | Block summary of programs | Branch of this plan
Master programme - Computer Vision and Image ProcessingStudy plan: Open Informatics - Computer Vision and Image ProcessingRecommended completion: Specialization Computer Vision and Image Processing - Passage through study |
1. semester
Role | Subject | Name | Extent of teaching |
Language of teaching |
Completion |
Semester |
Cred. | Guarantors | Teachers | Dept. |
P | B4M33PAL | Advanced algorithms | 2P+2C | CS | Z,ZK | Z | 6 | Průša D. | 13133 | |
PO | B4M33DZO | Digital image | 2P+2C | CS | Z,ZK | Z,L | 6 | Sýkora D. | 13133 | |
PO | BE4M33SSU | Statistical Machine Learning | 2P+2C | EN | Z,ZK | Z | 6 | Franc V. | 13133 | |
V | Elective subjects | 12 |
2. semester
Role | Subject | Name | Extent of teaching |
Language of teaching |
Completion |
Semester |
Cred. | Guarantors | Teachers | Dept. |
P | B4M01TAL | Theory of Algorithms | 3P+2S | CS | Z,ZK | L | 6 | Demlová M. | 13101 | |
P | B4M35KO | Combinatorial Optimization | 3P+2C | CS | Z,ZK | L | 6 | Hanzálek Z. | 13135 | |
PO | B4M33MPV | Computer Vision Methods | 2P+2C | CS | Z,ZK | L | 6 | Matas J. | 13133 | |
PO | B4M33GVG | Geometry of Computer Vision and Graphics | 2P+2C | CS | Z,ZK | L | 6 | Pajdla T. | 13133 | |
V | Elective subjects | 6 |
3. semester
Role | Subject | Name | Extent of teaching |
Language of teaching |
Completion |
Semester |
Cred. | Guarantors | Teachers | Dept. |
P | B4MSVP | Software or Research Project | CS | KZ | Z,L | 6 | Jelínek I. | 13000 | ||
PO | B4M33TDV | Three-dimensional Computer Vision | 2P+2C | CS | Z,ZK | Z | 6 | Šára R. | 13133 | |
PO | B4M39VG | Computational Geometry | 2P+2S | CS | Z,ZK | Z | 6 | Felkel P. | 13139 | |
V | Elective subjects | 12 |
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 14.10.2024 17:51:34, semester: Z/2025-6, Z,L/2024-5, L/2023-4, Send comments about the content to the Administrators of the Academic Programs | Proposal and Realization: I. Halaška (K336), J. Novák (K336) |