Ring Homomorphism with Example II RING THEORY II HINDI
Please Donate Money ('' Shagun ka ek rupay'') for this Channel pay Rs 1 on google pay UPI id 83f2789@oksbi A Ring homomorphism is a structure-preserving function between two rings or we can say that it preserve the binary operation. Homomorphism is a map from group G to G' which satisfy two condition A ring homomorphism f from a ring R to a ring S is a mapping from R to S that preserves the two ring operations; that is, for all a, b in R, f(a.b)=f(a) . f(b) and f(ab) = f(a)f(b). A ring homomorphism that is both one-to-one and onto is called a ring isomorphism. LIKE COMMENT SHARE SUBSCRIBE If u have any doubt regarding to this video let me know in the comment box Related query cover What is ring homomorphism in hindi what is the definition of ring homomorphism what are the basic examples of ring homomorphism ring homomorphism example of ring homomorphism #ringhomomorphism #bsc maths #bsc #msc maths #Ringtheory #ring #homomorphism #skclasses #mathematicalanalysis #puneuniversity
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