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Hypergeometric identity proof using Pochhammer
nevermind i got it to work out- awebs4
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- Forum: Calculus and Beyond Homework Help
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A
Hypergeometric identity proof using Pochhammer
I'm trying to show that: F(a, b; z) = F(a-1, b; z) + (z/b) F(a, b+1 ; z) where F(a, b; z) is Kummer's confluent hypergeometric function and F(a, b; z) = SUM[SIZE="1"]n=0[ (a)[SIZE="1"]n * z^n ] / [ (b)[SIZE="1"]n * n!] where (a)[SIZE="1"]n is the Pochhammer symbol and is...- awebs4
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- Hypergeometric Identity Proof
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- Forum: Calculus and Beyond Homework Help