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Vijay posted an Question
April 08, 2021 • 12:51 pm 30 points
  • IIT JAM
  • Mathematics (MA)

Please send a solution to the problem given in the attachment

please send a solution to the problem given in the attachment

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    Sonu saini best-answer

    yes if both vector space has same dimension then between these vector space always exist a one one onto homomorphic transformation...so no need to check anything

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    homo or iso?

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    every one one onto homomorphism is isomorphism

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    so these three property called isomorphism....or if you define separately then you can say homomorphism

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