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Topic:
An Unsolved Problem of Mine #2
Replies:
1
Last Post:
Nov 23, 2000 8:28 PM




Re: An Unsolved Problem of Mine #2
Posted:
Nov 23, 2000 8:28 PM


Leroy Quet wrote: > > Let s_m = sum_{k=1}^m [1/k^2]. > Now, s_m is a square of a rational for m = 1 and 3. > Is it a rational squared for any other m? > If so, are there an infinite number of m which lead to s_m = square of > rational?
For what it's worth, no other square appears for m <= 100000.
Hugo



