Michał Korch
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Teaching
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Linear algebra and geometry II UW
Teaching
,
Linear algebra and geometry II UW
14. Preparation for the exam
Teaching
,
Linear algebra and geometry II UW
13. Polynomials and hypersurfaces
Teaching
,
Linear algebra and geometry II UW
12. Quadratic forms
Teaching
,
Linear algebra and geometry II UW
11. Bilinear spaces
Teaching
,
Linear algebra and geometry II UW
10. Unitary spaces
Teaching
,
Linear algebra and geometry II UW
9. Preparation for the second test
Teaching
,
Linear algebra and geometry II UW
8. Isometries and self-adjoint mappings
Teaching
,
Linear algebra and geometry II UW
7. Euclidean affine spaces
Teaching
,
Linear algebra and geometry II UW
6. Preparation for the first test
Teaching
,
Linear algebra and geometry II UW
5. Euclidean spaces
Teaching
,
Linear algebra and geometry II UW
4. Affine maps
Teaching
,
Linear algebra and geometry II UW
3. Affine spaces
Teaching
,
Linear algebra and geometry II UW
2. Jordan Theorem
Teaching
,
Linear algebra and geometry II UW
1. Endomorphisms and their eigenvalues and eigenvectors
Mathematics, set theory, travels, mountains