[seqfan] Numbers expressible as a product of Fibonacci numbers
charles.greathouse at case.edu
Tue Jul 17 22:58:03 CEST 2012
A065108 lists numbers that are the product of any number of Fibonacci
numbers. How fast does this grow, asymptotically?
It's clear that it grows faster than (log n)^k for any fixed k. It
doesn't seem like this should be dense enough to grow like n^k for any
k > 0, but perhaps I could be surprised here. Surely there are
standard methods for problems like this...?
Case Western Reserve University
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