Partition squares?

Joseph Biberstine jrbibers at indiana.edu
Thu Jul 13 20:36:05 CEST 2006


Verifies up to n=5000.
Successive nearest misses (beyond n=1) at {775, 2037}

JRB

franktaw at netscape.net wrote:
> Are there any partition numbers (A000041) that are squares, other than
> the trivial value of 1?  I checked up to n=200 and didn't find any.
> 
> Franklin T. Adams-Watters
> 







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