Measurable selections:in random approximations and fixed point theory

Authors: Ismat Beg ^a; Naseer Shahzad ^b^c

Affiliations:	^a Department of.Mathematics, Kuwait University, Kuwait and Quaid-iAzam University, Islamabad, Pakistan
	^b Department of Applied Mathematics, Florida Institute of Technology,, Florida, U.S.A
	^c Quaid-iAzam University, Islamabad, Pakistan

DOI: 10.1080/07362999708809461

Publication Frequency: 6 issues per year

Published in: journal

Stochastic Analysis and Applications, Volume 15, Issue 1 1997 , pages 1 - 19

Subjects: Statistics & Probability; Stochastic Models & Processes;

Formats available: PDF (English)

Article Requests: Order Reprints : Request Permissions

Single Article Purchase: US$37.00 - buy now buy now

add to cart

[ show other buying options ]

Sign In
Online Sample

View Article:

View Article (PDF)

Abstract

By using measurable selection method a random approximation theorem is obtained. As an application of our theorem, a random fixed point theorem is derived. A random coincidence theorem for a pair of continuous random operators is also proved

view references (14)

Bookmark with:

More bookmarks

informaworld

About this Journal

General Information

Measurable selections:in random approximations and fixed point theory

Abstract