An exact generalized Hardy identity for the lattice point discrepancy of astroid-type p-circles is derived using generalized Bessel functions and a differential formula rooted in Erdelyi-Kober fractional calculus.
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Generalized Hardy's identity for the astroid-type p-circle lattice point problem
An exact generalized Hardy identity for the lattice point discrepancy of astroid-type p-circles is derived using generalized Bessel functions and a differential formula rooted in Erdelyi-Kober fractional calculus.