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RavindraBabu Ravula - GATE - 2021 - Linear Algebra - CoursesGhar
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1.Algebra of matrices
1.Basic definitions.mkv
10.Examples 3.mkv
11.Examples 4.mkv
12.Examples 5.mkv
13.Example 6.mkv
14.Examples 7.mkv
15.Idempotent matrices.mkv
16.idempotent example 1.mkv
17.Idempotent example 2.mkv
18.Involutary matrices.mkv
19.Nilpotent matirces.mkv
2.Addition of Matrices.mkv
20.Traspose of a matrix.mkv
21.Symmetric and skew symmetric matrices.mkv
22.Symmetric and skew symmetric matrices examples 1.mkv
23.Symmetric and skew symmetric matrices examples 2.mkv
24.Symmetric and skew symmetric matrices examples 3.mkv
25.Symmetric and skew symmetric matrices examples 4.mkv
26.Symmetric and skew symmetric matrices examples 5.mkv
27.Hermitian and skew hermitian matrices.mkv
3.Scalar multiplication.mkv
4.Matrix multiplication.mkv
5.Properties of matrix multiplication 1.mkv
6.properties of matrix multiplication 2.mkv
7.Triangular diagonal and scalar martrices.mkv
8.Examples--1.mkv
9.Examples 2.mkv
10.LU decomposition
1.LU-Decomposition of matrices.mp4
2.LU-Decomposition matrices-1.mp4
3.Example-1 on Lu-Decomposition.mp4
4.Example 2 on LU-Decomposition.mp4
5.LU-Decomposition of matrices-2.mp4
6.LU Decomposition Notes.pdf
11.Practice Questions
1.Practice Questions and Solutions Set-1.pdf
10.Solutions Set-5.pdf
11.Solutions Set-6.pdf
2.Practice Questions Set-2.pdf
3.Practice Questions Set-3.pdf
4.Practice Questions Set-4.pdf
5.Practice Qustions Set-5.pdf
6.Practice Questions Set-6.pdf
7.Solutions Set-2.pdf
8.Solutions Set-3.pdf
9.Solutions Set-4.pdf
2.Determinants
1.Determinant minor co factor.mkv
10.Determinants - ex 6.mp4
11.Determinants - ex 7.mp4
12.Determinants - ex 8.mp4
13.Determinants - ex 9.mp4
14.Determinants - ex 10.mp4
15.Determinants - ex 11.mp4
16.Determinants - ex 12.mp4
17.Determinants - ex 13.mp4
18.Determinants - ex 14.mp4
19.Determinants - ex 15.mp4
2.Determinants of upper and lower triangular matrices.mkv
20.Determinants - ex 16.mp4
21.Determinants - ex 17.mp4
22.Determinants - ex 18.mp4
23.Determinants - ex 19.mp4
24.Determinants - ex 20.mp4
25.Determinants - ex 21.mp4
26.Determinants - ex 22.mp4
27.Determinants - ex 23.mp4
28.Determinants - ex 24.mp4
29.Determinants - ex 25.mp4
3.Theorems on determinant part 1.mkv
30.Determinants - ex 26.mp4
31.Determinants - ex 27.mp4
32.Determinants - ex 28.mp4
33.Determinants - ex 29.mp4
34.Determinants - ex 30.mp4
35.Determinants - ex 31.mp4
36.Determinants - ex 32.mp4
37.Determinants - ex 33.mp4
38.Determinants - ex 34.mp4
39.Determinants - ex 35.mp4
4.Theorems on determinant part 2.mkv
40.Determinants - ex 36.m4v
41.Determinants - ex 37.m4v
5.Determinants - ex 1.m4v
6.Determinants - ex 2.m4v
7.Determinants - ex 3.m4v
8.Determinants - ex 4.m4v
9.Determinants - ex 5.m4v
3.Multiplication of Determinants
1.Multiplication of determinants.mp4
2.Multiplication of determinants Ex - 1.mp4
3.Multiplication of determinants Ex - 2.mp4
4.Multiplication of determinants Ex - 3.mp4
5.Multiplication of determinants Ex - 4.mp4
6.Multiplication of determinants Ex - 5.mp4
7.Multiplication of determinants Ex - 6.mp4
8.Multiplication of determinants Ex - 7.mp4
9.Multiplication of determinants Ex - 8.mp4
4.Cramers Rule
1.Cramers rule.mp4
2.Cramers rule - ex 1.mp4
3.Cramers rule - ex 2.mp4
4.Cramers rule - ex 3.mp4
5.Inverse
1.Adjoint.m4v
10.Example 3.mp4
11.Example 4.mp4
12.Example 5.mp4
13.Example 6.mp4
14.Example 7.mp4
15.Example 8.mp4
16.Example 9.mp4
17.17 Example 10.mp4
18.Example 11.mp4
19.Example 12.mp4
2.Example on adjoint.m4v
20.Example 13.mp4
21.Example 14.mp4
22.Solving system of linear equations using matrix inversion.mp4
23.Example 1 on linear equations.mp4
24.Example 2 on linear equations.mp4
3.Inverse of matrices - theorem 1.m4v
4.Inverse of matrices - theorem 2.m4v
5.Inverse of matrices - theorem 3.mp4
6.Inverse of matrices - theorem 4.mp4
7.Example on inverse.mp4
8.Example 1.mp4
9.Example 2.mp4
6.Rank of a martix
1.Rank of Matrix.m4v
10.Echelon form example 5.mp4
11.Echelon form example 6.mp4
12.Echelon form example 7.mp4
13.Echelon form example 8.mp4
14.Elementary matrix.mp4
15.Converting to normal form - ex 1.mp4
16.Converting to normal form - ex 2.mp4
17.Equivalence of matrices.mp4
2.Some more Properties on Rank of a matrix.m4v
3.Some examples on rank.m4v
4.Echelon form.m4v
5.Elementary transformations.mp4
6.Echelon form example 1.mp4
7.Echelon form example 2.mp4
8.Echelon form example 3.mp4
9.Echelon form example 4.mp4
7.System of linear homogenous equations
1.Vectors.mp4
10.Homogenous equations - ex 3.mp4
11.Homogenous equations - ex 4.mp4
12.Homogeneous equations ex - 5.mp4
13.Homogeneous equations ex - 6.mp4
14.Homogeneous equations ex - 7.mp4
15.Homogeneous equations ex - 8.mp4
16.Homogeneous equations ex - 9.mp4
17.17 Homogeneous equations ex - 10.mp4
2.Linearly dependent and independent vectors.mp4
3.Example on linearly dependent and independent vectors.mp4
4.Column rank and row rank.mp4
5.System of homogenous linear equations.mp4
6.Theorem on linearly independent solutions and conclusion.mp4
7.Working rule to find the solutions of linear independent equations.mp4
8.Homogeneous equations - ex 1.mp4
9.Homogeneous equations - ex 2.mp4
8.System of linear non-homogeneous equations
1.introduction.m4v
10.Non - homogeneous equations - ex 8.mp4
11.Non - homogeneous equations - ex 9.mp4
12.Non - homogeneous equations - ex 10.mp4
13.Non - homogeneous equations - ex 11.mp4
14.Non - homogeneous equations - ex 12.mp4
15.Non - homogeneous equations - ex 13.mp4
2.Working rule for solving linear non-homogenous equations.m4v
3.Non homogeneous equations - ex 1.m4v
4.Non homogeneous equations - ex 2.mp4
5.Non homogeneous equations - ex 3.mp4
6.Non - homogenous equations ex - 4.mp4
7.Non - homogenous equations ex - 5.mp4
8.Non - homogenous equations - ex 6.mp4
9.Non - homogeneous equations - ex 7.mp4
9.Eigen values and vectors
1.Introduction.m4v
10.Example 9.mp4
11.Example 10.mp4
12.Example 11.mp4
13.Example 12.mp4
14.Example 13.mp4
15.Cayley-Hamilton theorem.mp4
2.Example 1.m4v
3.Example 2.m4v
4.Example 3.mp4
5.Example 4.mp4
6.Example 5.mp4
7.Example 6.mp4
8.Example 7.mp4
9.Example 8.mp4
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