Tutors

Kumar Sir

PROGRAM OVERVIEW

CURRICULUM

  Chapter -01 : Relations and Functions

  • Study material

  Chapter-02 : Group Theory

  • Study Material
  • Study material -02
  • Video Lecture -01 (Concepts of Binary Operations and Laws)
  • Video Lecture -02 (Concepts of Group Theory)
  • Video Lecture -03 (Exercise -2A)
  • Video Lecture -04 (Exercise -2B)
  • Video Lecture -05 (General Properties of a Group to Theorem 5)
  • Video Lecture -06 (Composition Table and Exercise -2C)
  • Video Lecture -07 (Exercise -2C and Subgroup with Theorem -1)
  • Video Lecture -08 (Subgroup Theorem -02 and More Properties)
  • Video Lecture -09 (Order of an Element of Group and up to Theorem -2 )
  • Video Lecture -10 (Theorem -03 to Example -4)
  • Video Lecture -11 (Normalizer and Generator of Group)
  • Video Lecture -11 (A) , ( Cyclic Groups )
  • Video Lecture -12 ( MCQ - Discussion )
  • Video Lecture -13 ( MCQ - Discussion )
  • Video Lecture -14 ( Some concepts + MCQ - Discussion )
  • Video Lecture -15 ( MCQ - Discussion )

  Chapter-03 : Permutation Groups

  • Study Material
  • Lecture -01
  • Lecture -02
  • Lecture -03

  Chapter-04 : Co-sets and Theorems ( Lagrange's , Fermat's , Euler's )

  • Study Material
  • Video Lecture -01
  • Video Lecture -02
  • Video Lecture -03

  Chapter -05: Normal Groups, Isomorphism , Homomorphism

  • Study Material
  • Video Lecture-01
  • Video Lecture-02
  • Video Lecture-03
  • Video Lecture-04
  • Video Lecture-05

  Chapter -06 : Rings , Integral Domains and Field

  • Study Material
  • Video Lecture-01
  • Video Lecture-02
  • Video Lecture-03
  • Video Lecture-04

  Chapter-07 : Ideals , Ring of homeomorphisms

  • Study Material
  • Video Lecture-01
  • Video Lecture-02
  • Video Lecture-03
  • Video Lecture-04