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Wright Function
Definition
The entire function ϕ(ρ, β;z) = sum_(k = 0)^∞ z^k/(k!Γ(ρ k + β)), where ρ>-1 and β element C, named after the British mathematician E. M. Wright.
Related term
The entire function ϕ(ρ, β;z) = sum_(k = 0)^∞ z^k/(k!Γ(ρ k + β)), where ρ>-1 and β element C, named after the British mathematician E. M. Wright.