| Week | Date | Content | Test | Home Work |
|---|---|---|---|---|
| 01 | 1. 10. | Reviewing elements of LA, Matlab, Matlab, Maple | alpha | HW-01: Solving a polynomial equation |
| 02 | 8. 10. | Denavit-Hartenberg convention | HW-02: Denavit-Hartenberg convention | |
| 03 | 15. 10. | Motion as a transformation of coordinates | HW-03: Preparation for the test | |
| 04 | 22. 10. | Example of the Test 1 → Solution 1 | HW-04: Rigid motion as a coordinate transformation | |
| 05 | 29. 10. | Test1 | ||
| 06 | 5. 11. | Comments to previous homeworks | HW-05: Axis of motion | |
| 07 | 12. 11. | Comments to Test1, Test2: angle axis and quaternions | ||
| 08 | 19. 11. | Test 2 → Solutions 2, composition of quatrernions | HW-06: Composition of quaternions | |
| 09 | 26. 11. | Division of polynomials, solving sys. of pol. eq. Multipol example | Test2 | HW-07: Division of polynomials |
| 10 | 3. 12. | Inverse Kinematics | HW-08: Inverse Kinematics | |
| 11 | 10. 12. | Inverse Kinematics, computation of Test 2 | HW-08: Inverse Kinematics | |
| 12 | 17. 12. | Groebner bases, preparation for test 3 | HW-08: Inverse Kinematics | |
| 13 | 7. 1. | Test 3 |