INTEGRAL REPRESENTATION OF GENERALIZED INVARIANT REFLECTION POSITIVE MATRIX KERNEL

  • Zabel, A.M. (Mathematics Department, Faculty of Science, Al-Azhar University)
  • Published : 1988.12.20

Abstract

Using the method of eigenfunction expantion of self adjoint operators, we establish the necessary and sufficient conditions for a reflection positive generalized matrix kernel to be represented in an integral form. This integral converges in the cosidered spaces.

Keywords