Bounds of functions with \(n\)-th order bandlimited Hankel transforms
New bounds on functions which have bandlimited the \(n\)th-order Hankel transform defined by \[ \overline f_n(w)= \int^\infty_0 rf(r) J_n(wr) dr \] are derived, where \(J_n(x)\) is the Bessel function of first kind of order \(n\).
scientific article; zbMATH DE number 1547704
scientific article