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Abstract Algebra 1, unit 1, unit 2, unit 3, unit 4, sem 2, MSC/MA, full notes, hnbgu university
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Unit 1; class equation and conjugacy classes, cauchy's theorem for finite abelian and non abelian groups, #sylow's_theorem
Unit 2; the normal series and composition series, #Jordan_holder_theorem, solvable groups, external and internal direct products
Unit 3; ideals, principal ideals, quotient rings, field of quotients, embedding Of Rings, #Fundamental_Theorem on homeomorphism and isomorphism
Unit 4; prime and maximal ideals, ring of polynomials, factorization of polynomials over a field, factorization theorem in integral domain,
.
.
#Abstract_Algebra_2
#Fluid_Dynamics
#Operation_Reasearch_2
#Graph_Theory
#Topology,
Unit 2; the normal series and composition series, #Jordan_holder_theorem, solvable groups, external and internal direct products
Unit 3; ideals, principal ideals, quotient rings, field of quotients, embedding Of Rings, #Fundamental_Theorem on homeomorphism and isomorphism
Unit 4; prime and maximal ideals, ring of polynomials, factorization of polynomials over a field, factorization theorem in integral domain,
.
.
#Abstract_Algebra_2
#Fluid_Dynamics
#Operation_Reasearch_2
#Graph_Theory
#Topology,
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