Канал: akhileshmaths mgkvp

linear transformation (online class recording)

linear transformation (online class recording)

how to use e resources portal launched by Gov of India

how to use e resources portal launched by Gov of India

Determination of Linear Transformation

Determination of Linear Transformation

Linear Transformations

Linear Transformations

preorder traversal

preorder traversal

fundamental groups and some results

fundamental groups and some results

akhileshmaths mgkvp Live Stream

akhileshmaths mgkvp Live Stream

homotopy

homotopy

On Construction of fields

On Construction of fields

Eisenstien criterion for irreducibility

Eisenstien criterion for irreducibility

Irreducibility criterion

Irreducibility criterion

Gauss Theorem (R is UFD implies R[x] is UFD)

Gauss Theorem (R is UFD implies R[x] is UFD)

Gauss's lemma

Gauss's lemma

division algorithms and its applications in F[x], where F is a field

division algorithms and its applications in F[x], where F is a field

Existence of GCD of two non-zero elements in Unique factorization domain R .

Existence of GCD of two non-zero elements in Unique factorization domain R .

Euclidean domains-2

Euclidean domains-2

Euclidean domains-1

Euclidean domains-1

Principal ideal domains -1

Principal ideal domains -1

Properties of PID

Properties of PID

Principal ideal domain

Principal ideal domain

PID is UFD

PID is UFD

Unique Factorization Domain

Unique Factorization Domain

Complex potential of a doublet and images

Complex potential of a doublet and images

Doublet and its complex potential

Doublet and its complex potential

complex potential, source and sink

complex potential, source and sink

Motion in two dimensions (Hydrodynamics)

Motion in two dimensions (Hydrodynamics)

Existence of Basis of a finite dimensional vector space

Existence of Basis of a finite dimensional vector space

vector subspaces

vector subspaces

introduction to vector spaces

introduction to vector spaces

Cayley Hamilton's theorem and its application

Cayley Hamilton's theorem and its application

Cayley Hamilton Theorem

Cayley Hamilton Theorem

diagonalizable matrices

diagonalizable matrices

disjunctive and conjunctive normal forms

disjunctive and conjunctive normal forms

Boolean variables, expressions, minterms and maxterms

Boolean variables, expressions, minterms and maxterms

Eigenvalues of Hermitian, real symmetric, skey hermitian and real skew symmetric matrices

Eigenvalues of Hermitian, real symmetric, skey hermitian and real skew symmetric matrices

Jordan basis 1

Jordan basis 1

Jordan normal form of a given matrix

Jordan normal form of a given matrix

Degeneracy in Simplex method

Degeneracy in Simplex method

Jordan normal form corresponding to given characteristic polynomial and minimal polynomial

Jordan normal form corresponding to given characteristic polynomial and minimal polynomial

BOOLEAN ALGEBRA AS LATTICE-2

BOOLEAN ALGEBRA AS LATTICE-2

EIGENVALUES AND EIGENVECTORS

EIGENVALUES AND EIGENVECTORS

Computation of eigenvalues and eigen vectors

Computation of eigenvalues and eigen vectors

Boolean Algebra as Lattice-I

Boolean Algebra as Lattice-I

Jordan block matrices of Nilpotent operator on finite dimensional spaces

Jordan block matrices of Nilpotent operator on finite dimensional spaces

Simplex method: LPP having degenerate feasible solution

Simplex method: LPP having degenerate feasible solution

ScreenRecorderProject3

ScreenRecorderProject3

Separable extensions Further results

Separable extensions Further results

Normal extensions Introduction

Normal extensions Introduction

Separable extensions Introduction

Separable extensions Introduction

Normal extensions Further results

Normal extensions Further results

12 Further results of Galois theory3

12 Further results of Galois theory3

10 appl1ofdedekind

10 appl1ofdedekind

9 Dedekind Theorem

9 Dedekind Theorem

11 secondApplicationDedekind

11 secondApplicationDedekind

8 further galois

8 further galois

7 furthergalvois1

7 furthergalvois1

K conjugate and some results

K conjugate and some results

Definition and examples of Galois extensions

Definition and examples of Galois extensions

Illustrated Examples of Assignment problems

Illustrated Examples of Assignment problems

lin alg 2

lin alg 2

K isomorphism and its computation

K isomorphism and its computation

Assignment prob 1

Assignment prob 1

TP II

TP II

Elementary Operations on Matrices

Elementary Operations on Matrices

Transportation Problem 1

Transportation Problem 1

Matrix decompositions, Orthogonal and Unitary Matrices

Matrix decompositions, Orthogonal and Unitary Matrices

Projections and its properties 1

Projections and its properties 1

ALG Independence and Direct SUm

ALG Independence and Direct SUm

Formal derivatives and Perfect Fields -vid2

Formal derivatives and Perfect Fields -vid2

Separability over field with char p -vid4

Separability over field with char p -vid4

Perfect fields and separability-vid3

Perfect fields and separability-vid3

Formal derivative-vid1

Formal derivative-vid1

separable 4

separable 4

separable3

separable3

separable2

separable2

separable1

separable1

furthernormalext1

furthernormalext1

Normal extension

Normal extension

Further results of Galois theory 3

Further results of Galois theory 3

secondApplicationDedekind

secondApplicationDedekind

First application of Dedekind Theorem

First application of Dedekind Theorem

Dedekind Theorem

Dedekind Theorem

further galois

further galois

furthergalvois1

furthergalvois1

fundamental results of Galois theory

fundamental results of Galois theory

Definition and examples of Galois extensions

Definition and examples of Galois extensions

K conjugate and its properties

K conjugate and its properties

Recording #5

Recording #5

Galois Groups

Galois Groups

Galois Theory

Galois Theory