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Issues in Intuitionistic Fuzzy Sets and Generalized Nets/13: Difference between revisions

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  |number  = 1  
  |number  = 1  
  |title  = Generalized Nets as a Tool for the Modelling of Data Mining Processes. A Survey
  |title  = [[:Media:Issues-13-2017-001-060.pdf|Generalized Nets as a Tool for the Modelling of Data Mining Processes. A Survey]]
  |authors = Dafina Zoteva, Maciej Krawczak
  |authors = Dafina Zoteva, Maciej Krawczak
  |pages  = 1—60
  |pages  = 1—60
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  |number  = 2
  |number  = 2
  |title  = GNDraw – Software Application for  Creating Generalized Nets
  |title  = [[:Media:Issues-13-2017-061-071.pdf|GNDraw – Software Application for  Creating Generalized Nets]]
  |authors = Nikolay Ikonomov
  |authors = Nikolay Ikonomov
  |pages  = 61—71
  |pages  = 61—71

Revision as of 14:43, 24 January 2018

Issues in Intuitionistic Fuzzy Sets and Generalized Nets, Volume 13 is a collection of research papers in the field of intuitionistic fuzzy sets and generalized nets. Published in 2017 under ISBN 978-83-61551-21-8 by the Warsaw School of Information Technology in Warsaw, Poland.

Editors of the 13th volume of the Issues are Krassimir Atanassov, Janusz Kacprzyk, Maciej Krawczak and Eulalia Szmidt.

Contents

Number Title Author(s) Pages
1 Generalized Nets as a Tool for the Modelling of Data Mining Processes. A Survey Dafina Zoteva, Maciej Krawczak 1—60
2 GNDraw – Software Application for Creating Generalized Nets Nikolay Ikonomov 61—71
3 Simulation of Generalized Nets by using GNDraw Nikolay Ikonomov, Peter Vassilev, Simeon Ribagin 72—84
4 Generalized Net Model of Non-Traumatic Elbow Pain Diagnosing Simeon Ribagin 85—95
5 Generalized net model of physical examination of patient with musculoskeletal complaints in kinesitherapy Simeon Ribagin, Bistra Zaharieva 96—108
6 Development of a Generalized Net for Comparison of Different Models Obtained using Metaheuristic Algorithms Dimitar Dimitrov, Olympia Roeva 109—118
7 Operations and Relations over Reduced Generalized Nets Dafina Zoteva, Nora Angelova 119—135
8 On intuitionistic fuzzy pairs of n-th type Krassimir Atanassov, Eulalia Szmidt, Janusz Kacprzyk, Peter Vassilev 136—142
9 Intuitionistic fuzzy conjunctions and disjunctions from second type Nora Angelova, Miroslav Stoenchev, Venelin Todorov 143—170
10 A new modal operator over intuitionistic fuzzy sets. Part 2 Krassimir Atanassov 171—177