وبلاگ بلیان

مجموعه‌های فازی و سیستم‌ها: نظریه و کاربردها (ریاضیات در علم و مهندسی)

Fuzzy Sets and Systems: Theory and Applications (Mathematics in Science and Engineering) (Mathematics in Science and Engineering)

معرفی کتاب «مجموعه‌های فازی و سیستم‌ها: نظریه و کاربردها (ریاضیات در علم و مهندسی)» (با عنوان لاتین Fuzzy Sets and Systems: Theory and Applications (Mathematics in Science and Engineering) (Mathematics in Science and Engineering)) نوشتهٔ Didier Dubois and Henri Prade (Eds.)، منتشرشده توسط نشر Academic Press در سال 1980. این کتاب در فرمت pdf، زبان انگلیسی ارائه شده است.

Content: Edited by Page iii Copyright page Page iv Dedication Page v Foreword Original Research Article Pages xiii-xiv Lotfi A. Zadeh Preface Pages xv-xvi Didier Dubois, Henri Prade Acknowledgments Page xvii Part I Introduction Pages 1-6 Part II Mathematical Tools Page 7 Chapter 1 Fuzzy Sets Pages 9-35 Chapter 2 Extension Principle, Extended Operations, and Extended Fuzzy Sets Pages 36-67 Chapter 3 Fuzzy Relations Pages 68-94 Chapter 4 Fuzzy Functions Pages 95-124 Chapter 5 Fuzzy Measures. Probabilities/Possibilities Pages 125-147 Part III Fuzzy Models and Formal Structures Page 149 Chapter 1 Multivalent and Fuzzy Logics Pages 151-187 Chapter 2 Dynamic Fuzzy Systems Pages 188-209 Chapter 3 Fuzzy Languages- Fuzzy Algorithms Pages 210-241 Chapter 4 Fuzzy Models for Operations Research Pages 242-251 Part IV Systems-Oriented Fuzzy Topics Page 253 Chapter 1 Where Do “They” Come from? Pages 255-264 Chapter 2 From Programming Languages to Natural Languages Pages 265-276 Chapter 3 Fuzzy Sets in Decision-Making Pages 277-296 Chapter 4 Fuzzy Control Pages 297-307 Chapter 5 Fuzzy Sets in Learning Systems Pages 308-316 Chapter 6 Pattern Classification with Fuzzy Sets Pages 317-334 Chapter 7 Fuzzy Diagnosis Pages 335-340 Chapter 8 Fuzzy Sets in the Identification of Structures Pages 341-348 Chapter 9 Fuzzy Games Pages 349-352 Chapter 10 Fuzzy Sets and Catastrophes Pages 353-355 Part V A Survey of Potential Applications Pages 357-369 Conclusion Pages 371-372 References in the Nonfuzzy Literature Pages 373-375 List of the Most Commonly used Symbols Pages 377-380 Author Index Pages 381-387 Subject Index Pages 389-393 FRONT 395 Contents 401 Foreward 407 Preface 409 Acknowledgments 411 Copyright Information 398 I INTRODUCTION 1 II MATHEMATICAL TOOLS 7 1 FUZZY SETS 9 2 EXTENSION PRINCIPLE, EXTENDED OPERATIONS, AND EXTENDED FUZZY SETS 36 3 FUZZY RELATIONS 68 4 FUZZY FUNCTIONS 95 5 FUZZY MEASURES. PROBABILITIES/ POSSIBILITIES 125 III FUZZY MODELS AND FORMAL STRUCTURES 149 1 MULTIVALENT AND FUZZY LOGICS 151 2 DYNAMIC FUZZY SYSTEMS 188 3 FUZZY LANGUAGES— FUZZY ALGORITHMS 210 4 FUZZY MODELS FOR OPERATIONS RESEARCH 242 IV SYSTEMS-ORIENTED FUZZY TOPICS 253 1 WHERE DO “THEY” COME FROM? 255 2 FROM PROGRAMMING LANGUAGES TO NATURAL LANGUAGES 265 3 FUZZY SETS IN DECISION-MAKING 277 4 FUZZY CONTROL 297 5 FUZZY SETS IN LEARNING SYSTEMS 308 6 PATTERN CLASSIFICATION WITH FUZZY SET 317 7 FUZZY DIAGNOSIS 335 8 FUZZY SETS IN THE IDENTIFICATION OF STRUCTURES 341 9 FUZZY GAMES 349 10 FUZZY SETS AND CATASTROPHES 353 V SURVEY OF POTENTIAL APPLICATIONS 357 CONCLUSION 371 REFERENCES IN THE NONFUZZY LITERATURE 373 SYMBOLS 377 AUTHOR INDEX 381 A 381 B 381 C 382 D 382 E 382 F 382 G 383 H 383 I 383 J 383 K 383 L 384 M 384 N 385 O 385 P 385 R 385 S 386 T 386 W 387 Y 387 Z 387 SUBJECT INDEX 389 A 389 B 389 C 389 D 390 E 390 F 390 G 391 H 391 I 391 J 392 K 392 L 392 M 392 N 392 O 392 Q 393 R 393 S 393 T 393 U 393 V 393 All our books are brand new. We ship worldwide
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