Remark on Sturm bounds for Siegel modular forms of degree 2 Toshiyuki KIKUTA Generalized
Bessel transform of (beta],[gamma])-generalized Bessel Lipschitz functions Radouan DAHER and Mohamed EL HAMMA Above two, communicated by Kenji FUKAYA, M.J.A.
Furthermore, discrete version of the
Bessel transform (necessary for computing [[??].sub.1] from [k.sub.1]) can be based on numerical integration, e.g., by Romberg's rule.
The noninteger Hankel transform with [Nu] = j + 1/2 (where j is an integer) is known as spherical
Bessel transform. Talman [1983] provided a corresponding program for sampled data, but the x-values have to be distributed uniformly in 1n(x).
Baricz, "
Bessel transforms and Hardy space of generalized Bessel functions," Mathematica, vol.
An, "On evaluation of
Bessel transforms with oscillatory and algebraic singular integrands," Journal of Computational and Applied Mathematics, vol.