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Vijay posted an Question
October 19, 2020 • 20:46 pm 30 points
  • IIT JAM
  • Mathematics (MA)

Let g sl(2, r) be the group of 2 x 2 real matrices with determinant 1. let m be any 2 x2 real matrix with determinant 1. then mapping o: sil(2, r)sl(2, r) defin

Let G SL(2, R) be the group of 2 x 2 real matrices with determinant 1. Let M be any 2 x2 real matrix with determinant 1. Then mapping o: SIL(2, R)SL(2, R) defined by oA) = MAM for all A in G is one-one map O onto map Ohomomorphism all of these

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    Deepak singh 1 best-answer

    see attached solution and proof . option d is correct if any doubt then ask.

    cropped4662820016716201994.jpg
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