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math.CA2016
Hardy spaces for Bessel-Schrödinger operators
Edyta Kania, Marcin Preisner
Consider the Bessel operator with a potential on L^2((0,infty), x^a dx), namely Lf(x) = -f"(x) - a/x f'(x) + V(x)f(x). We assume that a>0 and V\in L^1_{loc}((0,infty), x^a dx) is a…
math.CA2013
Hardy spaces for Fourier--Bessel expansions
J. Dziubański, M. Preisner, L. Roncal +1
We study Hardy spaces for Fourier--Bessel expansions associated with Bessel operators on and . We define Hardy spaces as the sets of $L^…