Michał Korch
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Teaching
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Linear algebra and geometry I UW
Teaching
,
Linear algebra and geometry I UW
16. Endomorphisms and their eigenvalues and eigenvectors
Teaching
,
Linear algebra and geometry I UW
15. Preparation for the second test
Teaching
,
Linear algebra and geometry I UW
14. Inverse matrix and Cramer’s rule
Teaching
,
Linear algebra and geometry I UW
13. Determinants
Teaching
,
Linear algebra and geometry I UW
12. Quotient space and dual space
Teaching
,
Linear algebra and geometry I UW
11. Matrix of a linear map
Teaching
,
Linear algebra and geometry I UW
10. Operations on matrices
Teaching
,
Linear algebra and geometry I UW
9. Linear maps
Teaching
,
Linear algebra and geometry I UW
8. Preparation for the first test
Teaching
,
Linear algebra and geometry I UW
7. Infinite dimensional spaces, sums and intersections
Teaching
,
Linear algebra and geometry I UW
6. Describing a vector space
Teaching
,
Linear algebra and geometry I UW
5. Vector spaces and linear combinations
Teaching
,
Linear algebra and geometry I UW
4. Polynomials over a field
Teaching
,
Linear algebra and geometry I UW
3. Complex numbers
Teaching
,
Linear algebra and geometry I UW
2. Fields
Teaching
,
Linear algebra and geometry I UW
1. Solving a system of linear equations
Mathematics, set theory, travels, mountains