Home / Get Math Help
Confluent Hypergeometric Limit Function
Definition
_0 F_1(;a;z) congruent lim_(q->∞) _1 F_1(q;a;z/q). It has a series expansion _0 F_1(;a;z) = sum_(n = 0)^∞ z^n/((a)_n n!) and satisfies z(d^2 y)/(d z^2) + a(d y)/(d z) - y = 0. It is implemented in the Wolfram Language as Hypergeometric0F1[b, z].
Related terms
Related Wolfram Language symbol
Hypergeometric0F1