Question: Problem 1. Bijection A sequence (a1, a2, . .., ak) is called strictly increasing if al Sntk-1,k and prove: . f is a total function

Problem 1. Bijection A sequence (a1, a2, . .., ak) is called strictly increasing if al Sntk-1,k and prove: . f is a total function from Wn,k to Sntk-1,k, i.e., f(w) is uniquely specified for each WE Wn,k and f(w) actually belongs to Sntk-1, k, . f is injective, and . f is surjective

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