Document Details Document Type : Article In Journal  Document Title : Exponentially Convex Function On Commutative *- Semigroups Exponentially Convex Function On Commutative *- Semigroups   Subject : Exponentially Convex Function On Commutative *- Semigroups  Document Language : English  Abstract : In this paper we find the integral representation of the exponentially convex function on a commutative * semigroup .Namely ,we show that every *-representation of a commutative semigroup S with involution *,by using operators on a Hilbert space ,has an integral representation with respect to a unique,compactly supported, selfadjoint Radon spectral measure on the borel set of the character space of S.  ISSN : 0  Journal Name : A. M. S. E  Volume : 0  Issue Number : 0  Publishing Year : 1426 AH 2005 AD  Number Of Pages : 0  Article Type : Article  Added Date : Wednesday, July 1, 2009  Researchers Researcher Name (Arabic) Researcher Name (English) Researcher Type Dr Grade Email هدى عبدالدايم Hoda Abdeldaim Researcher Doctorate   Back To Researches Page