Higher-order L^p asymptotic profiles for the Hardy heat equation are obtained from the small-argument expansion of the modified Bessel function in the radial kernel, with matching remainder decay rates.
A.,The heat equation with a singular potential, Transactions of the American Mathematical Society284(1984), no
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$L^p$-Asymptotic Profiles for the Heat Equation with a Hardy Potential
Higher-order L^p asymptotic profiles for the Hardy heat equation are obtained from the small-argument expansion of the modified Bessel function in the radial kernel, with matching remainder decay rates.