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

IIT-JAM 

Hindi

(Hindi) IIT-JAM: Sets and Relation

Groups & Subgroups

Group Theory

Mathematics

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Test Preparation

Overview (in Hindi)

Introduction of Sets (in Hindi)

Laws and Theorems based on Union and Intersection (in Hindi)

Cartesian Product and Relation (in Hindi)

Types of Relation: Empty Relation, Identity Relation, Reflexive Relation (in Hindi)

Irreflexive Relation & Its Properties (in Hindi)

Symmetric Relation and Its Properties (in Hindi)

Asymmetric Relation & Its Properties (in Hindi)

Anti-symmetric Relation & Its Properties (in Hindi)

Transitive Relation & Its Properties (in Hindi)

Problems based on Equivalence Relation (in Hindi)

Problems based on Equivalence Relation (Part-II) (in Hindi)

Equivalence Class & Quotient Set (in Hindi)

Partial Order Relation (POSET) & Partition of a Set (in Hindi)

Fundamental Theorem on Equivalence Relation (FTR) (in Hindi)

Congruence Relation (in Hindi)

Some Important Theorems (Fermat's little theorem, Wilson's theorem) (in Hindi)

Congruence Equation & Its Properties (in Hindi)

Application of Congruence Equation (in Hindi)

Application of Congruence Relation (Part-II) (in Hindi)

Linear Congruence & Its Properties (in Hindi)

Chinese Remainder Theorem (in Hindi)

Problems based on Chinese Remainder Theorem (in Hindi)

Function: Domain, co-domain & Range of a function (in Hindi)

Classification of Function: One - One function (Injective Function) (in Hindi)

Examples based on One - One function (in Hindi)

Onto function (Surjective function) (in Hindi)

Bijective function (in Hindi)

Number Theoretic Function: Euler's phi function, Gauss Theorem and Euler's Theorem (in Hindi)

Tau - function, Sigma function (in Hindi)

Some Important Test of Divisibility (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

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

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)

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

Jyoti Jha

This course will explain everything about groups and subgroups which will be helpfull for IIT Jam aspirants.

Groups : IIT-JAM (Mathematics-MA)

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.

IIT-JAM: Group Theory: Cyclic and Permutation Group

Lessons

31 lessons • 5h 59m

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Overview (in Hindi)

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Introduction of Sets (in Hindi)

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Laws and Theorems based on Union and Intersection (in Hindi)

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Cartesian Product and Relation (in Hindi)

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Types of Relation: Empty Relation, Identity Relation, Reflexive Relation (in Hindi)

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Irreflexive Relation & Its Properties (in Hindi)

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Symmetric Relation and Its Properties (in Hindi)

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Asymmetric Relation & Its Properties (in Hindi)

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Anti-symmetric Relation & Its Properties (in Hindi)

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Transitive Relation & Its Properties (in Hindi)

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