Fuzzy Logic Models and Fuzzy Control: An Introduction

D. S. Hooda; Vivek Raich

ISBN 10: 1783322810 / ISBN 13: 9781783322817

Published by Alpha Science International Ltd, 2017

About this Item

Very Good condition 2017 Hardback with intact Dust Jacket, publisher, title, cover design and author as shown. A small tear to bottom front board, plus some slight signs of handling, otherwise as new. 408 clean pages of English text and mathematical formula and diagrams, no inscriptions. Approx dims: 245mm h x 190mm w x 26mm d.

Seller Inventory # ABE-1578143944804

Bibliographic Details

• Title: Fuzzy Logic Models and Fuzzy Control: An Introduction
• Publisher: Alpha Science International Ltd
• Publication Date: 2017
• Language: English
• ISBN 10: 1783322810
• ISBN 13: 9781783322817
• Binding: Hardcover
• Condition: Near Fine
• Dust Jacket Condition: Fine
• Seller catalogs:
  • Mathematics

About this title

Synopsis

Fuzzy Logic Models and Fuzzy Control provides basic and concrete concepts of fuzzy set theory, fuzzy logic models and fuzzy control. The first part deals with fuzzy sets with arithmetic operations; fuzzy numbers with applications; fuzzy logic and its applications in fuzzy control; fuzzy knowledge based control (FKBC); adaptive fuzzy control; non-linear fuzzy control; stability of fuzzy control system; and fuzzy control system model.

The main aim of this book is to show that fuzzy control is not totally ad hoc and there exists formal techniques for analysis of a fuzzy controller. Even if no expert knowledge is available, fuzzy control can be implemented. Fuzzy control in engineering control terms such as linear, non-linear, adaptive control and stability is discussed in details.

The authors have focused on easy illustrations, numerous examples and figures to help readers understand basic concepts with applications. The book is invaluable for undergraduate and postgraduate engineering students.

Table of Contents

• Preface
• Fuzzy Sets and Fuzzy Numbers
• Fuzzy Relations and Fuzzy Logic
• Fuzzy Systems and Fuzzy Models
• Fuzzy Control
• Fuzzy Knowledge Base Control (FKBC)
• Adaptive Fuzzy Control
• non-linear Fuzzy Control
• Stability of Fuzzy Control System
• Fuzzy Control System Models
• Index.

About the Author

D. S. HoodaFormer PVC, Kurukshetra UniversityHonorary Professor (Mathematics)GJ University of Science & Technology Hisarand adviser (R) to ABV university BhopalVivek RaichDepartment of MathematicsGovt. Holkar Science CollegeIndore