Characteristic of a Ring - Definition and Example - Ring Theory - Algebra

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Characteristic of a Ring
, i will explain this definition with example in today's video. which is very important topic of Ring Theory.
which is a very important topic of Ring Theory
everything is explained in Hindi
welcome you all in my channel LEARN MATH EASILY
This video will be very useful if you are student of Higher Classes in mathematics like B.Sc, M.Sc , Engineering and if you are preparing for UGC Net and iit Jam etc.
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Before this topic i did various other topics of Real Analysis:
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• Lower Bound, GLB and I... cyclic vbv

[@deltamathsclasses2787]

Very good experience in mathematics please continue video upload fast please please 🙏

[@mehwishkhurshid3293]

maam ap real analysis ki b videos banaa dy plzz plzzz bht acha samjatiy ap

[@syedkhalil821]

Miss i need help regarding a proof of group theorey , I have tried many time its really tough one. Best regards to you

[@mohsinakhatoon1202]

If n. a=0 with r to +, then it implies that o(a)/n na ki o(a)=n

[@jagatnehra2481]

Thanks sooooooo much Mam

[@vishalprajapati8789]

Tysm mam

[@mohdtalhakhan7859]

thanks maim

[@saumyatamta4021]

Thnkssss

[@learnmatheasily]

Share it with all your friends

[@bikashsharma2702]

Mam do you take online classes(tution) for the bsc mathematics ?

[@learnmatheasily]

I stopped it for a while.

[@bikashsharma2702]

@@learnmatheasily mam ,when you start Your new batch pls let me know .and mam pls make videos on topology .

[@aritchakraborty519]

I have a doubt... is not 0 is an integer with which if we multiply any number from Z then it gives 0

[@SahilAnsari-sl1vi]

One example of an infinite ring of characteristic 7.

[@learnmatheasily]

I willl check and update you

[@SahilAnsari-sl1vi]

@@learnmatheasily I guess z={0, 1, 2, 3, 4, 5, 6 }

[@learnmatheasily]

This is a finite ring

[@SahilAnsari-sl1vi]

@@learnmatheasily what will be the infinite ring of characteristic 7

[@SahilAnsari-sl1vi]

Check whether or not the set of bijective mappings from Z to itself form a non-abelian group.