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Modern Algebra Course

Course Instructors SuccessTed

₹1200.00 ₹1500.00

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Course Overview

Schedule of Classes

Start Date & End Date

Jul 12 2022 - Sep 30 2022

Course Curriculum

2 Subjects

Group Theory Details Course

0 Exercises 49 Learning Materials

Groups and Cyclic Groups

Lec-1 Basic Definitions Group Theory

Video
000

Lec-2 Euler and Tau functions Group Theory

Video
000

Lec-3 Order of group and order of element Group Theory

Video
000

Lec-4 Group Examples and cyclic Groups Group Theory

Video
000

Lec-5 Subgroups Group Theory

Video
000

Lec-6 cyclic Subgroups and Elements of Given Order Group Theory Course

Video
000

Lec-7 Subgroups of Un and questions solutions Group Theory

Video
000

Lec-8 Dihedral group and property Group Theory

Video
000

Lec-9 Subgroups of dihedral group D4 D3 Group theory Course

Video
000

Lec-10 General Linear and Special Linear Groups Quaternion Group Q8 Group Theory

Video
000

Lec-11 Questions Discussion Center and Centralizer Group Theory Course

Video
000

Permutations Groups

Lec-12 Permutations Groups Group Theory Course

Video
000

Lec-13 Elements of S5 S3 Permutations groups Group theory course

Video
000

Lec-14 Permutations Properties Group theory Course

Video
000

Lec-15 Similar Permutations and Alternating Groups Questions Discussions Group Theory Course

Video
000

Cosets Normal Subgroups and Factor Groups

Lec-16 Cosets of Groups Group Theory Course

Video
000

Lec-17 Normal Subgroups Group Theory Course

Video
000

Lec-18 factor Groups Group theory Course

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000

Lec-19 Factor Groups and Cosets questions solutions Group Theory course

Video
000

Homomorphism Isomorphism

Lec-20 Group Homomorphism Group Theory Course

Video
000

Lec-21 Group Homomorphism Group Theory Course

Video
000

Lec-22 Group Homomorphism Group Theory Course

Video
000

Lec-23 Isomorphism Group Theory Course

Video
000

Lec-24 Counting of Homomorphism Group Theory course

Video
000

Lec-25 Automorphism Group theory course

Video
000

Lec-26 Inner Automorphism Group theory Course

Video
000

Conjugate and Class Equations

Lec-27 Conjugate Elements Group theory Course

Video
000

Lec-28 Class Equations Group theory Course

Video
000

External and Internal Products

Lec-29 External Direct Products Group Theory Course

Video
000

Lec-30 External Direct Products Group Theory Course

Video
000

Lec-31 Internal Direct Products Group Theory Course

Video
000

Sylow Theorems

Lec-31 Internal Direct Products Group Theory Course

Video
000

Lec-32 Sylow Theorems Group Theory Course

Video
000

Lec-33 Sylow Theorems Group Theory Course

Video
000

Lec-34 Simple or not simple Sylow Theorems Group Theory Course

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000

Lec-35 Sylow Theorems Questions Discussions Group Theory Course

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000

Lec-36 Questions Discussions Group Theory Course

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000

Lec-37 Questions Discussions Group Theory Course

Video
000

Number Theory

Lec-38 Number theory Group theory Course

Video
000

Lec-39 Number Theory Group theory Course

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000

Lec-40 Number theory Group theory Course

Video
000

Lec-41 Number theory Questions Solutions Group theory Course

Video
000

Questions Discussions

Lec-1 -Questions DIscussions-1 Group theory

Video
000

Lec-2- Assignment-1 Doubt Discussion-2 Group theory Course

Video
000

Lec-3 -Assignment-2 Doubt Discusison-3 Group Theory

Video
000

Lec-4 Assignment-3 Doubt Discusison-4 Group Theory

Video
000

Lec-5 Assignment-3 Doubt Discusison-5 Group Theory

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000

Lec-6 Assingment-4 Doubt Discussions Group theory

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000

Lec-7 Doubt Class Assignment-4 and Other Discussions

Video
000

Ring Theory Complete Course

0 Exercises 37 Learning Materials

Ring Theory

Lec-1 Basic of Ring Theory

Video
000

Lec-2 Properties of Rings

Video
000

Lec-3 Zero Divisors and Integral Domain Ring Theory Course

Video
2:44:15

Lec-4 Filed and Its Properties Ring Theory Course

Video
2:49:00

Lec-5 Idea Ring Simple Sing Maximal Ideal Ring theory Course

Video
000

Lec-6 Prime and Principle Ideals with Examples Ring Theory Course

Video
000

Lec-7 factor Rings and Ring Homomorphism Ring Theory Course

Video
3:036

Lec-8 polynomial Ring and Irreducible Polynomial Ring Theory Course

Video
2:19:44

Lec-9 Summary of ring theory and Principle Ideal Domian (PID) with examples Ring theory Course

Video
000

Lec-10 Galois Field with Examples

Video
000

Lec-11 Prime and Maximal Ideal Questions Irreducible Elements Ring Theory Course

Video
000

Lec-12 Prime Elements and Euclidean Domian with Examples

Video
000

Lec-13 Unique factorization ( UFD) and Associates with Examples Ring theory Course

Video
000

Lec-14 Extension field Degree of Extension Algebraic Number Splitting Filed Ring Theory Course

Video
000

Questions Discussions

Lec-1 -Doubt Class - Ring Theory Course

Video
000

Lec-2 -- Doubt Class - Ring Theory Complete Course

Video
000

Lec-3 -- Doubt Class - Ring Theory Complete Course

Video
000

Lec-4 -- Doubt Class - Ring Theory Complete Course

Video
1:48:39

Lec-5 -- Doubt Class - Ring Theory Complete Course

Video
1:32:40

Lec-6 -Doubt Class - Number Theory -Complete Course

Video
000

Lec-8 -- Doubt Class - Ring Theory Complete Course

Video
1:16:2

Lec-9 -- Doubt Class - Ring Theory Complete Course

Video
1:13:48

Lec-7 Doubt Class - Ring Theory Complete Course

Video
000

Doubt Class Ring Theory -Sumit Sir

Video
1:7:25

Ring Theory Class Notes

Lec-1 Ring Theory

PDF

Lec-2 Ring Theory

PDF

Lec-3 Ring Theory

PDF

Lec-4 Ring Theory

PDF

Lec-5 Ring Theory

PDF

Lec-6 Ring Theory

PDF

Lec-7 Ring Theory

PDF

Lec-8 Ring Theory

PDF

Lec-8 irreducible polynomial-1

PDF

Lec-8 Ring Theory

PDF

Lec-12 Ring Theory

PDF

Lec-13 Ring Theory

PDF

Lec-14 Ring Theory

PDF

Course Instructor

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SuccessTed

71 Courses   •   1194 Students