Hello everyone...I am doing Integrated M.sc in Mathematics and Computing from BIT Mesra.I am very much interested in programming and web des

Divyasha Sinha

This course is the introduction to quotient group and homomorphism group in Group theory for IIT JAM

IIT-JAM 

Hindi

(Hindi) Quotient Group and Homomorphism of Group: IIT JAM

Groups & Subgroups

Group Theory

Mathematics

GATE, ESE and IIT-JAM

Ace the toughest competitive and government exams in India 

Test Preparation

Introduction to Quotient Group (in Hindi)

Theorem - 1 (in Hindi)

Theorem - 2 (in Hindi)

Homomorphism of Group (in Hindi)

Onto Homomorphism (in Hindi)

#FreeEducationForAll. Doing Bachelor's(3rd Year) from BHU. Inspire Scholar. 64 Rank IIT JAM Physics. TIFR GS 2020 QUALIFIED. 

Siddharth Sahu

Here we will cover the whole Group theory. 
This Course is beneficial for IIT-JAM aspirants.

Group Theory : IIT-JAM

In this course, educator will be teaching about
 basic introduction to group and subgroup.This will be helpful for students preparing for IIT-JAM .

Group Theory (Groups and Subgroups) - IIT JAM

Youtube channel "KEEP LEARNING WITH AMRESH KUMAR"
B.Sc. computer science
M.Sc. mathematics 
B.Ed.
UP PRT,UP TGT,CTET qualified
6+ year teach

Amresh Kumar

Group theory and subgroup theory for BA /B.Sc students

(Hindi) An Introduction to Group Theory: IIT JAM

M.Sc. Mathematics from IIT Roorkee
B.Sc. Mathematics from Delhi University
YouTube: Algorithm Education
SME at Chegg
3+ years teaching Exper

Upendra Yadav

In this lecture series we'll discuss all the important topic related to Sets & Relation as Types of relation, Equivalence Relation, Fundamental theorem on Equivalence relation, Congruence Relation, Chinese Remainder theorem and some Important Theorem

(Hindi) IIT-JAM: Sets and Relation

IIT J̊ÅM̊ QUALIFIED,post graduate,and further study on pure mathematics ...for any question (8923290203)

Swapnil Sundriyal

This Course covers Order of Group and Order of Element 
This Course is beneficial for IIT-JAM aspirants.

(Hindi) Order of Group and Order of Element : IIT-JAM

In this course, our focus will be on the Cyclic and Permutation group. Please watch the previous course on Groups and Subgroups. This course is useful for undergraduate students and IIT JAM aspirants.

Lessons

5 lessons • 36m

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Introduction to Quotient Group (in Hindi)

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Theorem - 1 (in Hindi)

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Theorem - 2 (in Hindi)

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Homomorphism of Group (in Hindi)

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Onto Homomorphism (in Hindi)