A characterization of BMO and
For a -function on the unit ball we define the Bloch norm by where is the invariant derivative of and then show that
We obtain, for entire functions of exponential type satisfying certain integrability conditions, a quadrature formula using the zeros of spherical Bessel functions as nodes. We deduce from this quadrature formula a result of Olivier and Rahman, which refines itself a formula of Boas.