Yuly Billig
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19:56
Lecture 52. Dominant Eigenvectors
Yuly Billig
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27:44
Lecture 51. Dynamical Systems, revisited
Yuly Billig
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1:50
Carleton University Math Enrichment Centre
Yuly Billig
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41:01
Lecture 50. Proof of the Jordan Normal Form Theorem
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1:03:26
Lecture 49. Computation of Jordan Normal Form
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46:14
Lecture 48. Root Spaces
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20:38
Lecture 47. What is the Jordan Normal Form of a matrix?
Yuly Billig
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22:58
Lecture 46. Cayley Hamilton Theorem
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47:31
Lecture 45. Triangulation of Matrices
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49:45
Lecture 44. Homomorphism Theorems
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1:25:27
Lecture 43. Quotient Space
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38:02
Lecture 42. Invariant Subspaces
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42:19
Lecture 41. Direct Sums of Vector Spaces
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37:53
Lecture 40. Linear Independence of Eigenvectors
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31:38
Lecture 39. Systems of Linear Differential Equations
Yuly Billig
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1:12:14
Lecture 38. Complex Numbers
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23:25
Lecture 37. Fibonacci Numbers
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57:20
Lecture 36. Diagonalization of Matrices
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51:03
Lecture 35. Eigenvalues and Eigenvectors
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47:30
Lecture 34. Coordinate Systems
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31:07
Lecture 33. Vandermonde Determinant
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28:11
Lecture 32. Cramer's Rule
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28:19
Lecture 31. Cofactor Expansion
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50:45
Lecture 30. Determinant of a Product
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57:42
Lecture 29. Formula for the Determinant
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56:21
Lecture 28. Parity of a Permutation
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45:08
Lecture 27. Permutations
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59:58
Lecture 26. Determinant
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57:41
Lecture 25. Inverse Matrix
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1:16:34
Lecture 24. Inverse Transformation
Yuly Billig
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