∑2i=1∑nj=1 ri(j) is exactly 2n+1 - 2
证明如下:
∑2i=1∑nj=1 ri(j) = ∑2i=1∑nj=1 2n-j = ∑2i=1(20 + ... + 2n-1) = (21 + ... + 2n) = 2n+1 - 2
Monday, July 23, 2007
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