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

Siddharth Sahu

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 

English

IIT-JAM: Group Theory: Cyclic and Permutation Group

Cyclic & Permutation Groups

Group Theory

Mathematics

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Test Preparation

This video is an Overview of the course,  In this video I talk about what we will achieve by this course,  lesson plan,  Reference books  and other.

Overview to Course

Today we talk about the Basic idea of Cyclic Group.  And take a look on some example.

Cyclic Subgroup

Today We Learn a criterion for equality of two element in Cyclic Group. And see what is the intuition behind it.

Equality of Two Elements in Cyclic Group

Here I just try tongive you a intuition behind the order of element of cyclic group.

Order of Element in Cyclic Group 01

In todays Lecture we do a proof for order of element in cyclic group.

Order Of Element Of a Cyclic Group

We will take a look on some corollary of Order of elememt in Cyclic Group.

Corollary on Order of Element in Cyclic Group

Fundamental theorem of Cyclic group. We will discuss the proof and example.

Fundamental Theorem Of Cyclic Groups

In this video we talk about euler totient function. Some mathod to compute and some of the properties.

Euler Totient Function

The number of element of order d in a cyclic group and In a finite group.

Number Of Element Of Each Order

In mathematics, a permutation group is a group G whose elements are permutations of a given set M and whose group operation is the composition of permutations in G.

Introduction To Permutation Groups

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

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

Reenu Bala

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

(Hindi) Permutation Group: 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

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

Swapnil Sundriyal

The course covers cyclic group for IIT JAM

(Hindi) Cyclic Group for IIT JAM

Ajay Kumar

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

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

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

Lessons

10 lessons • 1h 32m