Tricks to Count Group Homomorphisms| Important Topic Abstract Algebra |MSc, DU, ISI, BHU, IIT JAM

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Tricks are actually theorems with long proofs, that you will often find in good books. So don't skip theorems, and if you have time, try and understand the proofs as well.

[@amitmalik8080]

Which book is best please btaiye ???

[@tripBohemia]

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@@amitmalik8080 contemporary abstract algebra by Joseph A. Gallian

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M bht pareshan thi kuch time se but AAP mere life changer ho... thank you so much for these amazing videos

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In love with you and your way of teaching,,specially explaining each and every concept in an easy manner and in clear way

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Awesome buddy .. Allah bless you always .. Very love from Pakistan

[@ashutoshmanitripathi8747]

bahut dino se confusion tha aj clear ho gya.thanks

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Aap bahut achche se explain krte ho mam

[@ridhimaairi3452]

Loved it. Keep up the work.

[@kamalmazumdar56]

Mam, Bohut bohut atsa loga class ...

[@tithisarkar2987]

Thank you so much ma'am , I'm 2021 jam aspirant , this video help me a lot.

[@kavitachauhan2071]

Thanku so much ❤ma'am for making counting Homomoarphism😊

[@soumen5796]

Mam how we use first isomorphism theorem for counting homomorphism?

[@AmanrajChouhan]

Thank u dii nice explanation

[@newelixir1018]

thank you di❤️❤️

[@musicalessence3919]

Mujhe bohot help Mila issh vdo SE thanksss

[@anjalidhal7381]

It's very helpful ma'am. Thank you so much👍

[@RaviKumar-ye1ji]

Would you please share a List of #all such short tricks in Abstract Algebra #Relevant to #JAM 🙏 🙏

[@tripBohemia]

I will try to.

[@nitinsemwal8299]

Please 10 Feb se phele try karo pzzzz,,

[@prachigohil7216]

can we generalize tha last trick for a non cyclic group to a cyclic group?

[@ADITYAHigherMathematics]

Explanation is good

[@devkumar3215]

Thank you ma'am for making homomorphism counting so easy 😊😊😊

[@gulwanimaths3382]

Di I think g' m no. Element nhi no. Of subgroup dekhenge because agr elements dekhen to z12 to z30 counter kr raha h

[@nitinsemwal8299]

Your way of teaching is very easy and simple very very thanku supprb

[@tripBohemia]

Thank you. Your acknowledgement counts. 😇

[@helldestroyer]

Please make more video on shortcut in Abstract and real plz mam

[@rishitiwarimaths]

Nice work 👏 👌 👍 💪

[@mohdibrahimsheikh5181]

Well done! I just wonder how to find the number of homomorphisms from infinite cyclic group to cyclic group. Could you please explain

[@nipunmaity9472]

please tell me how to list the homomorphism from Z6 to S6.

[@kkworld8851]

Thank younso much mam ❤❤

[@AmitYadav-cx9ww]

The second trick is not applicable from Z6 to S6????

[@bhanuprasanna333]

Thank you for this lecture

[@Harish-Dhar-Deewan]

Ma'am ap dips academy se pdai kiye ho

[@ADITYAHigherMathematics]

Is K4 Klein's four group?

[@behappy.2002]

How many homomorphism from Q8 to K4?

[@visdomraining]

If in Sn we have n=1 or 2 then what we will say about no. of homomorphisms

[@binaykumbhar175]

1) *What's* *the* *necessary* *condition* *for* *existing* *at* *least* *one* *homomorphism* *between* *two* *groups* *?????* *Is* *it* *atleast* *one* *of* *them* *should* *be* *Cyclic* *or* *what* *??????* *i.e* *there* *doesn't* *exist* *homomorphism* *between* *two* *non-cyclic* *group* *??????* *If* *exists* *what* *formula* *it* *has???* 2) *What's* *it* *meant* *by* *total* *no* *of* *homomorphism* *????* *Is* *it* *the* *no* *of* *functions* *that* *is* *possible* *from* *a* *group* *to* *another* *which* *are* *homomorphism* *or* *what* *????* 3) *I* *have* *a* *doubt* *mam.* *what* *meaning* *of* *total* *no* *of* *function* *from* *one* *Set* *to* *another* *is.* *Is* *it* *max* *no* *of* *functions* *that* *can* *be* *defined* *like* *f(x)* *is* *a* *function* *,* *g(x)* *is* *2nd* *function* *,* *h(x)* *is* *3rd* *function* *i.e.* *three* *functions* *or* *What* *????* *PLZ* *HELP*

[@binaykumbhar175]

*One* *thing* *I* *got* *homomorphism* *is* *independent* *of* *groups* *are* *cyclic* *or* *not* *as* f: (R,+) -> (R,+) St. f(x)=x is homomorphism and here both groups are non-cyclic. Question remains same. What's it meant by no of homomorphism. Is it total no of functions (f,g,h....) Possible between G1 to G2 which are homomorphism or | f(G) | where f is a homomorphism from G1 to G2.

[@RaviKumar-ye1ji]

Thank u so much for the video 😀

[@Divyakant2341991]

Outstanding mind blowing superb teaching

[@MubashirKhan-ki5qo]

Your method of teaching is very nice kindly make more lecture on abstract algebra

[@tripBohemia]

I will try my best

[@Sahilkumar1608]

if |G| and |G'| are equal then ?

[@warriorszone31]

Number of homomorphism for Z2 to S5

[@deepalipohare1535]

Mam please number of Isomorphism and number of automorphism pe bhi eaisa video bana dijiye na jaldi, bcz after week there is CSIR NET Exam. Please reply here.

[@haarissaifi9611]

Really nice didi 👏

[@shrutikasansaria8499]

How many group homomorphisms are there from S3 to A4?

[@yashpandey1428]

thanks mam itne aache se samjhane ke liye

[@mayamaddeshiya6634]

Thanks miss you are the best realy

[@DeepakKumar-fy4dk]

Nice explanation....

[@deepaliarora2862]

Mam aap unacademy pr ho?

[@mathsbyumeshsirbscsupercla2222]

Isme homomorphism 0 hoga ya 1

[@mathsbyumeshsirbscsupercla2222]

Isme homorphism 0 hoga ya 1

[@bikram091]

Thnx mam 🙏

[@muhammedahsan07]

Thanq

[@bhanuprasanna333]

Helpful content

[@vaibhavmishra1679]

best line ya toh question honge ya bilkul hi nhi honge

[@vijayshreesajjanshetty1850]

if first group is not cyclic den hw to count..for example from q8 to s4

[@tripBohemia]

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[@ADITYAHigherMathematics]

Teach slowly then it will be more interesting because the explanation is amazing by giving examples.

[@GauravLahotiya]

Very helpful, ma'am but I can't stop myself saying that you are also so much pretty.

[@kanhabindal9026]

Mam, what is number of homomorphisms from Z onto Z?

[@kanhabindal9026]

Mam, please reply

[@hrithik5016]

1

[@kanhabindal9026]

@@hrithik5016 ok thanks

[@salmansheikh6047]

Nice method and good job

[@yasirnaik2512]

Ma'am can u answer a question. If we have a map from Z/4Z*Z/3Z*Z/9Z to Z/18Z .. Now we have to show no. Of homomorphism

[@gulwanimaths3382]

Gcd (4,18)*gcd(3,18)*gcd(9,18)

[@math2realmotivation773]

Thank you very much...

[@sayandas1428]

Thank you so much mam.

[@nikkikumari9608]

Mam isomorphism k liya v Viedo bano na plz

[@ramchandrapanda5417]

all subgroup ka order kasha nikala best trick,,......

[@yaseenkhan5714]

Thanks mam...

[@uditasingh9315]

Agar koi group diya hain to use dekh kar kaise batate hain ki vo cyclic Hain ya nahi

[@tripBohemia]

We will cover it In the upcoming video

[@nitinsemwal8299]

Abstract algebra ka short trick ka video bana do pzzz 10 Feb se phele pz

[@bandralcreations4505]

Non abelian ka automorphism kese nikla (trick)

[@DEEPAKYADAV-lm7li]

Very good teaching

[@pallviverma7554]

Thank u so much mam

[@Shakil_7765]

😊

[@nikkikumari9608]

Mam plz complete total topics for iit jam

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God bless you

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Excellent mam

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Thanks

[@vijayeducationalcenter4371]

Nice

[@ramchandrapanda5417]

Dihedral group not cyclic .....w

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What r u studying currently..

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Life and Mathematics.

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Why I didn't watch this video before 🥺

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Aap kahin dips academy ke student to nahin hain shayad maine aap ko dekha hai

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1 order k 2 elements kabhi nhi milege G' me

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hi didi

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whats no ple

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Dekhte hai nikal k dekhte hai 😂

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Plz reply me

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So beautiful.