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0:21:11
Null space and examples
0:03:08
how to find linear transformation T(x, y, z)
0:09:54
how to find linear transformation T(x, y)
0:12:19
Linear Transformation
0:02:21
properties of vector space-3
0:01:52
properties of vector space-2
0:17:21
Basis of vector space
0:01:45
Properties of vector space-1
0:22:03
Linear dependent and independent
0:19:55
Test for subspace
0:04:06
Subspace and example
0:30:13
Vector space definition
0:11:53
Third homomorphism theorem
0:18:11
Second homomorphism theorem
0:16:03
FIRST HOMOMORPHISM THEOREM
0:04:12
Natural homomorphism theorem
0:06:11
A homomorphism is isomorphism if kerf={e}
0:04:50
if K is normal subgroup in G' then f^-1(K') is normal in G
0:16:48
let f be homomorphism and if order of H=n then order of f(H) divides n
0:06:48
Let f be homomorphism then if f(g)=g' then f^-1(g)={xE[ G | f(x)=g'}= gKerf
0:13:13
let f be homomorphism and if order of kerf=n then f is n to 1 mapping
0:04:38
let f be homomorphism and if H is normal then f(H) is normal
0:02:46
let f be homomorphism and if H is Abelian then f(H) is Abelian
0:04:37
f is homomorphism and if H is subgroup then f(H) is subgroup
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