p-Bessel functions receive a hierarchical structure from fractional derivatives, explicit integral representations, and complex extensions as new oscillatory kernels for anisotropic domains.
Kitajima, Series expansions by generalized Bessel functions for certain functions related to the lattice point problems for thep-circle
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Analytic Study of $p$-Bessel Functions: Fractional Calculus, Integral Representations, and Complex Extensions
p-Bessel functions receive a hierarchical structure from fractional derivatives, explicit integral representations, and complex extensions as new oscillatory kernels for anisotropic domains.