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Bryan stel

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  1. Bryan stel

    Proof

    Suppose that A be subsets, let F={f|f:A→A} and P={f є F|f is bijective}.Define a relation as follows R={(f,g) є F X F | Ǝ h є P (f= h-1 o g composition h (g∙h)) and prove that R is an equivalence relation P= partition
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