Problems & Puzzles: Conjectures
Conjecture 28. Frank Buss's Conjecture
Frank Ellerman recalled my attention to some sequences (*) produced by Frank Buss and reported in the Neil Sloane's well known site.
Taken these sequences as a set, we may interpret that Frank Buss has been studying a sort of generalization of the well known Fortunate's Conjecture.
The Frank Buss's conjecture may be expressed in the following way:
Certainly Buss knows that Q(28,
6) is composite.
Question: Can you
find a counterexample to the Buss's Conjecture?
On Dec 15, 2014. Dana Jacobsen wrote: