p-Bessel functions receive a hierarchical structure from fractional derivatives, explicit integral representations, and complex extensions as new oscillatory kernels for anisotropic domains.
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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.