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Omni-MATH / Let a=2001. Consider the set A of all pairs of integers (m,n) with n≠0 such that (i) m<2a; (ii) 2n|(2am−m²+n²); (iii) n²−m²+2mn≤2a(n−m). For (m,n)∈A, let f(m,n)=(2am−m²−mn)/(n). De… · Discussion
Discussing Let a=2001. Consider the set A of all pairs of integers (m,n) with n≠0 such that (i) m<2a; (ii) 2n|(2am−m²+n²); (iii) n²−m²+2mn≤2a(n−m). For (m,n)∈A, let f(m,n)=(2am−m²−mn)/(n). De… · Omni-MATH
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