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Monday, August 3, 2015. IMO 2010 Problem 6. This is a problem that Ive made a couple of attempts to solve in the past few years. Eventually, perhaps encouraged by recent success of nailing IMO 36 problems, it is now solved. Let a1, a2, . be a sequence of positive real numbers. Suppose that for some positive integers s, we have. Anmaxak an-k 1 k n-1. For all n s. Prove that there exist positive integers p and N, with p s, such that anan-p ap for all n N. Posted by Shen-Fu Tsai.CONTENT
This web page oathbystyx.blogspot.com states the following, "Monday, August 3, 2015." We saw that the webpage said " This is a problem that Ive made a couple of attempts to solve in the past few years." It also said " Eventually, perhaps encouraged by recent success of nailing IMO 36 problems, it is now solved. Let a1, a2, . be a sequence of positive real numbers. Suppose that for some positive integers s, we have. Anmaxak an-k 1 k n-1. Prove that there exist positive integers p and N, with p s, such that anan-p ap for all n N."