IIT-JAM 

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Test Preparation

IIT-JAM

A complete course on permutation group and its application  IIT JAM & CSIR- NET

(Hindi) Permutation Group: IIT JAM

In this course, the educator discusses Set, Relation, Binary Operation and many more topics.

(Hindi) IIT JAM - Mathematics

This Course covers Normal subgroup for IIT-JAM

(Hindi) Normal Subgroup: IIT-JAM

The course covers cyclic group for IIT JAM

(Hindi) Cyclic Group for IIT JAM

The educator discusses the Cyclic and permutation group in Mathematics for IIT JAM.

(Hindi) Cyclic & Permutation Groups in Mathematics: IIT JAM

This is a Study about fundamental theorem of homomorphism and automorphism

(Hindi) Group Homomorphism Part - 2 : IIT-JAM

In this course, the educator is discussing cyclic and permutation group. It will help the students who are preparing for JAM and even one who are currently in their graduation.

(Hindi) Group Theory (Cyclic and Permutation Group)-IIT JAM

in this course, the educator discusses Number Theory for IIT JAM.

(Hindi) Number Theory: IIT JAM

This Course covers Group Homomorphisms for IIT-JAM

(Hindi) Group Homomorphisms: IIT-JAM

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

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

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

In this course, the educator is discussing the question on the abelian group, Cauchy theorem for finite abelian group converse of Lagrange theorem for finite abelian group, the cyclic group

(Hindi) IIT JAM: Mathematics

The next and important topic in group theory is cosets and Lagrange theorem.This is the basic introduction regarding what is coset and then I will discuss on Lagrange's Theorem. This Course is beneficial for  IIT-JAM (Mathematics-MA) aspirants.

Coset and Lagrange's Theorem - IIT-JAM (Mathematics-MA)

In this course educator will discuss about
 Normal Subgroup and Factor Group - IIT-JAM

(Hindi) Normal Subgroup and Factor Group - IIT-JAM

In this course, the educator is discussing Group Homomorphishm: the mapping of two groups for IIT JAM aspirants

(Hindi) IIT JAM: Group Homomorphishm Part 1

In this course, the educator discusses concepts based on normal Subgroups and simple Subgroups under group theory for IIT-JAM.

(Hindi) Normal Subgroups- Group Theory for IIT-JAM

English

All questions

Normal Subgroups

Groups & Subgroups

Abelian & Non-Abelian Groups

Cyclic & Permutation Groups

Group Homomorphisms

Group Theory

Mathematics

Lagrange's Theory-Finite Group

Ajay Kumar

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Divyasha Sinha

Reenu Bala

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

SELF STUDY

Group Theory

Groups & Subgroups

Abelian & Non-Abelian Groups

Cyclic & Permutation Groups

Normal Subgroups

Group Homomorphisms

Groups & Subgroups

(Hindi) IIT JAM - Mathematics

5

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

4

(Hindi) Number Theory: IIT JAM

4.8

Coset and Lagrange's Theorem - IIT-JAM (Mathematics-MA)

4

Abelian & Non-Abelian Groups

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

5

(Hindi) IIT JAM: Mathematics

5

Cyclic & Permutation Groups

(Hindi) Permutation Group: IIT JAM

5

(Hindi) Group Theory (Cyclic and Permutation Group)-IIT JAM

4.8

(Hindi) Cyclic Group for IIT JAM

5

(Hindi) Cyclic & Permutation Groups in Mathematics: IIT JAM

5

Normal Subgroups

(Hindi) Normal Subgroups- Group Theory for IIT-JAM

4.5

(Hindi) Normal Subgroup and Factor Group - IIT-JAM

5

(Hindi) Normal Subgroup: IIT-JAM

5

Group Homomorphisms

(Hindi) IIT JAM: Group Homomorphishm Part 1

5

(Hindi) Group Homomorphism Part - 2 : IIT-JAM

5

(Hindi) Group Homomorphisms: IIT-JAM

5