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Centres of matrix groups
27:59
Centres of matrix groups
Finite matrix groups
13:31
Finite matrix groups
Groups of matrices
13:58
Groups of matrices
Applications of Sylow theorems, groups of order pq
19:21
Applications of Sylow theorems, groups of order pq
Sylow theorems: formulation, an application
14:53
Sylow theorems: formulation, an application
Orthogonal polynomials
20:03
Orthogonal polynomials
Least squares linear and quadratic approximations
24:54
Least squares linear and quadratic approximations
Least square approximation
23:21
Least square approximation
distance from a point to a subspace, angle between a vector and a subspace
24:30
distance from a point to a subspace, angle between a vector and a subspace
Abstract scalar products
10:07
Abstract scalar products
Volumes and determinants
13:28
Volumes and determinants
Orthogonalisation
12:32
Orthogonalisation
Orthogonal projection
12:51
Orthogonal projection
Scalar product of coordinate vectors
16:00
Scalar product of coordinate vectors
Counting paths in a graph
30:16
Counting paths in a graph
Computing 2 to the power of a matrix
19:25
Computing 2 to the power of a matrix
Evaluating functions on matrices
13:59
Evaluating functions on matrices
Diagonalisation
20:25
Diagonalisation
Eigenvalues and eigenvectors
20:18
Eigenvalues and eigenvectors
Eigenvectors and eigenvalues
16:32
Eigenvectors and eigenvalues
Linear (in)dependence of vectors
15:20
Linear (in)dependence of vectors
Coordinates, bases, dimension
13:53
Coordinates, bases, dimension
Abstract linear maps
9:05
Abstract linear maps
Abstract vector spaces
20:54
Abstract vector spaces
Fields
14:26
Fields
determinant with a parameter
14:40
determinant with a parameter
Cramer's formula for the inverse matrix
18:30
Cramer's formula for the inverse matrix
Cofactor expansion of determinants
17:54
Cofactor expansion of determinants
Determinants by elementary transformations
19:32
Determinants by elementary transformations
Pfaffian
25:09
Pfaffian
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