Listing Classes

Name Start date End date Long description Actions
MA 11
26-07-17 01:04:00 PM
27-08-31 09:17:00 PM
Homomorphism 02
MA 10
26-07-16 04:00:00 PM
27-08-31 06:13:00 PM
Homomorphism 1
MA 09
26-07-14 12:48:00 PM
27-08-14 09:51:00 PM
Normal subgroup
MA 08
26-07-13 12:57:00 PM
27-08-30 03:57:00 PM
Lagranges , HK set
MA 07
26-07-10 12:50:00 PM
27-08-30 03:30:00 PM
Coset . Lagranges th
MA 06
26-07-09 12:50:00 PM
27-08-30 03:30:00 PM
permutation group
MA 05
26-07-08 09:11:00 PM
27-08-31 09:12:00 PM
Cyclic group
MA 04
26-07-07 01:10:00 PM
27-08-31 03:30:00 AM
Order of element
MA 03
26-07-04 12:30:00 PM
26-08-30 03:30:00 PM
Subgroup I
MA 02
26-07-02 12:50:00 PM
27-08-30 02:50:00 PM
Group II
MA 01
26-07-01 12:30:00 PM
27-08-30 03:30:00 PM
Group , cayley table
CP 02
26-06-30 12:30:00 PM
27-08-30 03:30:00 PM
Number system
CP 01
26-06-26 12:50:00 PM
27-08-30 04:00:00 PM
Bolean algebra , gates , de morgan
LA 15
26-06-25 12:50:00 PM
27-08-30 03:30:00 PM
Matrix of LT related QS
LA 14
26-06-23 01:00:00 PM
27-08-30 03:30:00 PM
Linear transformation II
LA 13
26-06-22 12:30:00 PM
27-08-30 03:30:00 PM
Linear Transformation
LA 12
26-06-19 12:30:00 PM
27-08-31 05:30:00 PM
Theorems on basis
LA 11
26-06-18 12:56:00 PM
27-08-31 05:56:00 PM
Subspaces 2
LA 10
26-06-17 09:12:00 PM
27-08-31 09:12:00 PM
Subspace
LA 09
26-06-15 12:45:00 PM
27-08-31 08:28:00 PM
Vector space
LA 08
26-06-12 09:08:00 PM
27-08-31 09:08:00 PM
Cayley hamilton
LA 07
26-06-11 12:40:00 PM
27-08-31 08:21:00 PM
Diagonalization , orthogonal diagonalization
LA 06
26-06-10 12:45:00 PM
27-08-30 03:45:00 PM
Eigenvalues plus diagonalization of matrices
LA 05
26-06-09 12:30:00 PM
27-08-30 03:30:00 PM
Linear equations , Eigen vectors
LA 04
26-06-08 02:35:00 PM
26-08-31 08:45:00 PM
Normal form, inverse of matrix through gauss jordan, homogenous linear equation
LA 03
26-06-04 12:45:00 PM
27-08-30 03:00:00 PM
Echelon form , reduced echelon form , Rank
LA 02
26-06-03 12:53:00 PM
27-08-31 07:57:00 PM
Matrices 02
LA 01
26-06-02 12:56:00 PM
26-06-02 07:45:00 PM
Matrices 01
00
26-06-01 12:30:00 PM
27-08-30 03:30:00 PM
Introduction to course