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Module Details

Course : Modern Algebra

Subject : Computer Science

No. of Modules : 51

Level : UG

Source : SwayamPrabha;Channel-13

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Sr. No. Title Creator/Author E-Text Video URL Metadata
1 Rings : birth of ideals Prof. Mahindra Agarwal - - Click Here
2 Rings : failure of unique factorization Prof. Mahindra Agarwal - - Click Here
3 Groups : introduction to abstraction Prof. Mahindra Agarwal - - Click Here
4 Groups : subgroups and homomorphism Prof. Mahindra Agarwal - - Click Here
5 Groups : structure theorem Prof. Mahindra Agarwal - - Click Here
6 Groups : applications Prof. Mahindra Agarwal - - Click Here
7 Rings : introduction Prof. Mahindra Agarwal - - Click Here
8 Groups : quotienting Prof. Mahindra Agarwal - - Click Here
9 Groups : isomorphism Prof. Mahindra Agarwal - - Click Here
10 Application of fields Prof. Mahindra Agarwal - - Click Here
11 Finite fields Prof. Mahindra Agarwal - - Click Here
12 Cauchy sequences and real numbers Prof. Mahindra Agarwal - - Click Here
13 Properties of fields Prof. Mahindra Agarwal - - Click Here
14 Rings : dedekind domains Prof. Mahindra Agarwal - - Click Here
15 Rings : quotient rings Prof. Mahindra Agarwal - - Click Here
16 Fields Prof. Mahindra Agarwal - - Click Here
17 Rings : ideal arithmetic Prof. Mahindra Agarwal - - Click Here
18 Rings : special ideals Prof. Mahindra Agarwal - - Click Here
19 - - Click Here
20 Groups-introduction - Click Here
21 Elementary properties of non-abelian groups - Click Here
22 Elementary properties of abelian groups - Click Here
23 Subgroup generated by a subset - Click Here
24 The group of integer modulo - Click Here
25 The group of symmetries - Click Here
26 Complex roots of unity - Click Here
27 General linear group - Click Here
28 Cyclic group - Click Here
29 Subgroups - Click Here
30 Fundamental theorem of finite abelian groups - Click Here
31 Cayley theorem and problems in group theory - Click Here
32 Direct product of a finite number of groups - Click Here
33 Mproperties of group homomorphisms - Click Here
34 Cosets and index of subgroups - Click Here
35 Ring-introduction - Click Here
36 Normal subgroups - Click Here
37 Quotient groups - Click Here
38 Class equation - Click Here
39 Ring of real quaternions and ring of continuous functions - Click Here
40 Set of zero divisors and group of units - Click Here
41 Rings from number systems script - Click Here
42 Properties of ring homomorphisms - Click Here
43 Class of ring script - Click Here
44 Operations on ideals - Click Here
45 Subrings and ideals - Click Here
46 Rings of matrices - Click Here
47 Polynomial rings - Click Here
48 Euclidean domains and principal ideal domains - Click Here
49 Maximal ideals and prime ideals - Click Here
50 Unique factorization domains - Click Here
51 Integral domains and fields - Click Here