Fuzzy Set Theory and Advanced Mathematical Applications
14%
off

Fuzzy Set Theory and Advanced Mathematical Applications

Edited by 

Free delivery worldwide

Available. Dispatched from the UK in 3 business days
When will my order arrive?

Description

Fuzzy Set Theory and Advanced Mathematical Applications contains contributions by many of the leading experts in the field, including coverage of the mathematical foundations of the theory, decision making and systems science, and recent developments in fuzzy neural control. The book supplies a readable, practical toolkit with a clear introduction to fuzzy set theory and its evolution in mathematics and new results on foundations of fuzzy set theory, decision making and systems science, and fuzzy control and neural systems. Each chapter is self-contained, providing up-to-date coverage of its subject.
Audience: An important reference work for university students, and researchers and engineers working in both industrial and academic settings.
show more

Product details

  • Hardback | 324 pages
  • 155 x 235 x 20.57mm | 1,470g
  • Dordrecht, Netherlands
  • English
  • 1995 ed.
  • XVIII, 324 p.
  • 0792395867
  • 9780792395867

Table of contents

Foreword; H.-J. Zimmermann. Editor's Preface; Da Ruan. Part 1: Foundations of Fuzzy Set Theory. 1. On the Evolution of the Mathematics of Fuzziness; E. Kerre. 2. Closedness and Upper Semi-Continuity of Fuzzy Multivalued Mappings; E. Tsiporkova-Hristoskova. 3. An Order-Theoretic Approach to Solving Sup-T Equations; B. de Baets. 4. Towards a Possibilistic Logic; G. de Cooman. Part 2: Decision Making and Systems Science. 5. Fuzzy Dynamic Programming: A New Quality Through Fuzzy Sets; J. Kacprzyk. 6. On Transitivity of Fuzzy Preference Relations in Ranking Fuzzy Numbers; X.-Z. Wang, Da Ruan. 7. Information Aggregation: Ethical and Computational Issues; V. Cutello, J. Montero. 8. On the Notion State in Multistate Structure Function Theory; B. Cappelle. Part 3: Fuzzy Logic, Fuzzy Control, and Neuro-Fuzzy Control. 9. Fuzzy Logic and Neural Systems; M. M. Gupta. 10. Some Mathematical Problems of Fuzzy Controllers; L. T. Koczy. 11. Keep Fuzzy Controllers Fuzzy; A. Nowe. 12. Comparative Study of Fuzzy Control, Neural Network Control and Neuro- Fuzzy Control; J. Godjevac. Subject Index.
show more