Algorithms for Evaluation of the Wright Function for the Real Arguments’ Values

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The -Wright Function in Time-Fractional Diffusion Processes: A Tutorial Survey (2010, methodology): “ method has been successfully used to properly depict the transition to the delta functions δ(x ± 1) as ν approaches 1. For the numerical point of view we like to highlight the recent paper by Luchko [35], where algorithms are provided for computation of the Wright function on the real axis with pre”
A tutorial on inverse problems for anomalous diffusion processes (2015, unknown): “be computed using power series for small values of the argument and a known asymptotic formula for large values, and for the intermediate case, values are obtained by using an integral representation [67]. The integral representation for the Wright function Wρ,µ(z) for intermediate values in the cas”