ISM VARANASI: MATHEMATICS

ISM Varanasi has been established in 2012 with the aim of imparting education to the students. The mission of ISM Varanasi is to provide opportunities to each and every students to attain the best of their capability and create in them the desire to excel.
This YouTube channel of ISM Varanasi is created to help all GATE , CSIR-NET and IIT-JAM aspirants to clear the concepts by uploading each and every important topics of Mathematics.

For any query, you can contact
[email protected]
9648884036

#irreducibility#L6#example6

#irreducibility#L6#example6

#irreducibility#L5#example5

#irreducibility#L5#example5

#Irreducibilty#L4#example4

#Irreducibilty#L4#example4

#CyclotomicPolynomials#L3#Example3

#CyclotomicPolynomials#L3#Example3

#Eisenstein'sCriterion #L2# example2

#Eisenstein'sCriterion #L2# example2

#Eisenstein'sCriterion#L1#Example

#Eisenstein'sCriterion#L1#Example

#irreducibilty#L4#How to select Prime 'p' #irreduciblity #reducibility #examples

#irreducibilty#L4#How to select Prime 'p' #irreduciblity #reducibility #examples

#irreducibility#L3#Examples #irreducibility #reducibilty#maths #iitjam #csirnet #MSc

#irreducibility#L3#Examples #irreducibility #reducibilty#maths #iitjam #csirnet #MSc

#irreducibility#L2#When Mod'p' Test is relevent and when to use

#irreducibility#L2#When Mod'p' Test is relevent and when to use

Mod'p' Irreducibility Test

Mod'p' Irreducibility Test

#irreducibilty#L1#Mod #p #irreducibilityTest

#irreducibilty#L1#Mod #p #irreducibilityTest

#CSIR-NET #IITJAM #CUETPG #MATHS #Subspace #Space

#CSIR-NET #IITJAM #CUETPG #MATHS #Subspace #Space

#S4 #PermutationGroup#SymmetricGroup#iitjam #csirnet #grouptheory #cuetpg#B.Sc#MSc#Maths

#S4 #PermutationGroup#SymmetricGroup#iitjam #csirnet #grouptheory #cuetpg#B.Sc#MSc#Maths

#ainverseofbthenbaisinverseofa #ab=identity #ba=identity

#ainverseofbthenbaisinverseofa #ab=identity #ba=identity

#Abelian #Non-abelian #Group #csirnet#iitjam#cuetpg#maths

#Abelian #Non-abelian #Group #csirnet#iitjam#cuetpg#maths

#Cube roots of Unity forms group under multiplication#csirnet#iitjam #cuetpg

#Cube roots of Unity forms group under multiplication#csirnet#iitjam #cuetpg

#centreofgroup #iitjam #csirnet #cuetpg

#centreofgroup #iitjam #csirnet #cuetpg

Q8 is non-cyclic non-abelian group

Q8 is non-cyclic non-abelian group

#Zn+Zm is cyclic

#Zn+Zm is cyclic

Finite Group is Cyclic

Finite Group is Cyclic

#MatrixM(2;R) is Abelian but non-cyclic under matrix adition #csirnet#iitjam #bsc #cuetpg

#MatrixM(2;R) is Abelian but non-cyclic under matrix adition #csirnet#iitjam #bsc #cuetpg

#WhenFiniteGroupIsCyclic #iitjam #csirnet #cuetpgmaths

#WhenFiniteGroupIsCyclic #iitjam #csirnet #cuetpgmaths

#DefineCyclicGroupUnderMultiplication#iitjam #csirnet #bsc

#DefineCyclicGroupUnderMultiplication#iitjam #csirnet #bsc

#Z is cyclic but not Q R C R^*, Q^*, C^*#csirnet #iitjammaths #cuetpg

#Z is cyclic but not Q R C R^*, Q^*, C^*#csirnet #iitjammaths #cuetpg

#InfiniteCyclicgroupundermultiplication #iitjam #csirnet #cuetpg

#InfiniteCyclicgroupundermultiplication #iitjam #csirnet #cuetpg

#Q-{0} is non-cyclic under multiplication #iitjam #csirnet #cuetpg

#Q-{0} is non-cyclic under multiplication #iitjam #csirnet #cuetpg

#Q is non-cyclic under adition #csirnet #iitjam #cuetpgmaths

#Q is non-cyclic under adition #csirnet #iitjam #cuetpgmaths

#(R, +) is not Cyclic Group but is Abelian#CSIRNET#IITJAM #GATE#CUET-PG

#(R, +) is not Cyclic Group but is Abelian#CSIRNET#IITJAM #GATE#CUET-PG

##infiniteCyclicGroupUnderAdition#csirnet #iitjam #cuetpgmaths

##infiniteCyclicGroupUnderAdition#csirnet #iitjam #cuetpgmaths

#CYCLIC #GROUP #CSIR-NET #IITJAM #GATE #CUETPG

#CYCLIC #GROUP #CSIR-NET #IITJAM #GATE #CUETPG