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Faculty of Sciences
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
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