The subject of the book could be described as fuzzy discrete structures. The book deals with fuzzy logic, fuzzy switching functions, fuzzy decision trees, fuzzy networks, fuzzy petri nets, fuzzy path problems, fuzzy automata, and fuzzy languages. The notion of a fuzzy decision tree and a branch-bound-backtrack algorithm is presented. In the Appendix, this algorithm is described in C++. Network flow problems with various capacities are examined. Fuzzy shortest path techniques are presented whereby there is an actual path which corresponds to the fuzzy shortest path. Recent results on fuzzy automata and fuzzy languages are also presented.

lgrsnf/D:\HDD4\!genesis\SPR_NEW_2013-12\bok%3A978-3-7908-1838-3.pdf

nexusstc/Fuzzy Discrete Structures/4675fa168268d82357446b27ef0a176f.pdf

scihub/10.1007/978-3-7908-1838-3.pdf

zlib/Computers/Computer Science/Prof. Davender S. Malik, Prof. John N. Mordeson (auth.)/Fuzzy Discrete Structures_2312555.pdf

Fuzzy discrete structures with 37 figures and 7 tables

Physica-Verlag HD : Imprint: Physica

Physica. in Springer-Verlag GmbH

Springer Nature

Studies in fuzziness and soft computing, 1st ed. 2000, Berlin, 2000

Studies in fuzziness and soft computing, v. 58, Heidelberg, 2000

Softcover reprint of the hardcover 1st edition, Berlin, 2000

Springer Nature, Heidelberg, 2013

Germany, Germany

2, 20131111

1, 2010

lg1143846

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This ambitious exposition by Malik and Mordeson on the fuzzification of discrete structures not only supplies a solid basic text on this key topic, but also serves as a viable tool for learning basic fuzzy set concepts "from the ground up" due to its unusual lucidity of exposition. While the entire presentation of this book is in a completely traditional setting, with all propositions and theorems provided totally rigorous proofs, the readability of the presentation is not compromised in any way; in fact, the many ex cellently chosen examples illustrate the often tricky concepts the authors address. The book's specific topics - including fuzzy versions of decision trees, networks, graphs, automata, etc. - are so well presented, that it is clear that even those researchers not primarily interested in these topics will, after a cursory reading, choose to return to a more in-depth viewing of its pages. Naturally, when I come across such a well-written book, I not only think of how much better I could have written my co-authored monographs, but naturally, how this work, as distant as it seems to be from my own area of interest, could nevertheless connect with such. Before presenting the briefest of some ideas in this direction, let me state that my interest in fuzzy set theory (FST) has been, since about 1975, in connecting aspects of FST directly with corresponding probability concepts. One chief vehicle in carrying this out involves the concept of random sets.
Erscheinungsdatum: 21.10.2010

Front Matter....Pages i-xiv
Fuzzy Logic Functions....Pages 1-40
Decision Trees....Pages 41-56
Networks....Pages 57-106
Fuzzy Graphs and Shortest Paths....Pages 107-138
Fuzzy Machines, Languages, and Grammars....Pages 139-196
Algebraic Fuzzy Automata....Pages 197-246
Back Matter....Pages 247-265

2014-01-18