Hello 
mathematics. It's a long shot, but does somebody know how to express generalized hypergeometric functions pFq(ai,bj,z) with p>2 as continued fractions? As far as I understand from the wikipedia articles on gauss' continued fractions and contiguous hypergeometric functions one would probably need to derive continued fractions from recurrence relations involving four functions instead of three...
mathematics. It's a long shot, but does somebody know how to express generalized hypergeometric functions pFq(ai,bj,z) with p>2 as continued fractions? As far as I understand from the wikipedia articles on gauss' continued fractions and contiguous hypergeometric functions one would probably need to derive continued fractions from recurrence relations involving four functions instead of three...