I= Random Fixed Points and Approximations
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Title of Thesis
Random Fixed Points and Approximations

Author(s)
Naseer Shahzad
Institute/University/Department Details
Department of Mathematics/ Quaid-i-Azam University, Islamabad
Session
1995
Subject
Mathematics
Number of Pages
151
Keywords (Extracted from title, table of contents and abstract of thesis)
random fixed points, approximations, multivalued measurable mappings, random operators, stochastic domain

Abstract
No Abstract

Download Full Thesis
2287.11 KB
S. No. Chapter Title of the Chapters Page Size (KB)
1 0 Contents
102.55 KB
2 1 Preliminaries
311.24 KB
  1.1 Basic Definitions 1
  1.2 Multivalued Measurable Mappings 5
  1.3 Random Operators 11
  1.4 Random Fixed Point Theorems and Random Approximations 19
  1.5 Random Operators with Stochastic Domain 25
3 2 Random Fixed Points
418.87 KB
  2.1 Random Coincidence Points 30
  2.2 Common Random Fixed Points of Multivalued Random Generalized Contractions 38
  2.3 Random Fixed Points of Kannan Type Multivalued Random Operators 43
  2.4 Random Fixed Points of Multivalued Random Operators Defined on Unbounded Sets in Banach Spaces 48
4 3 Random Approximations
377.38 KB
  3.1 Random Approximations and Random Fixed Points 56
  3.2 Random Fixed Points and Invariant Random Approximations 69
  3.3 Random Fixed Points of Inward Multivalued Random Operators 78
  3.4 Random Approximations and Random Coincidence Points of Multivalued Random Maps with Stochastic Domain 82
5 4 References 89
1248.15 KB