Zadeh in My Life

@article{Trillas2015ZadehIM,
  title={Zadeh in My Life},
  author={Enric Trillas},
  journal={Informatik-Spektrum},
  year={2015},
  volume={38},
  pages={471-475}
}
  • E. Trillas
  • Published 27 October 2015
  • History
  • Informatik-Spektrum
Introduction Fuzzy sets were known early on in Europe, mainly thanks to some people who believed in their interest in science, technology, and, in general, thinking. On the occasion of the first 50 years of Zadeh’s 1965 paper “Fuzzy sets” [25], I would like to briefly cast a glance at this fact through some personal memories of who, jointly with the now deceased Abe Mamdani of London and Arnold Kaufmann of Lyon, was recognized in 1999 by the European Society for Fuzzy Logic and Technologies… 

References

SHOWING 1-10 OF 36 REFERENCES
Experimental Modeling for a Natural Landing of Fuzzy Sets in New Domains
In this paper we plan to touch upon (and briefly discuss) some (out of the many) contributions done by Enric Trillas to Fuzzy Sets Theory. We have carefully chosen, from the abundant panorama we have
Twenty years later: Remarks on a polemic
  • E. Trillas
  • Mathematics
    2013 Joint IFSA World Congress and NAFIPS Annual Meeting (IFSA/NAFIPS)
  • 2013
This paper just deals with the starting point in the twenty years old paper [1] by Charles Elkan, with which he tried to puzzle fuzzy logic: That the formula 1-min (a,1-b) = max (b, min (1-a, 1-a))
On the Meaning and the Measuring of 'Probable'
  • E. Trillas, R. Seising
  • Computer Science
    Granular, Soft and Fuzzy Approaches for Intelligent Systems
  • 2017
TLDR
This paper only goal is to contribute to the clarification on the differences its authors see between fuzzy sets and probabilities and through the representation, or scientific domestication, of meaning by quantities.
A naïve way of looking at fuzzy sets
On fuzzy complements
In [1] Bellman and Giertz showed that under reasonable restrictions the generalized operations of union and intersection for fuzzy sets have to be l.u.b, and g.l.b, in IX endowed with the usual
Elkan's theoretical argument, reconsidered
The paradoxical success of fuzzy logic
  • C. Elkan
  • Computer Science
    IEEE Expert
  • 1994
TLDR
This work hopes to resolve paradoxes in fuzzy logic by identifying which aspects of fuzzy logic render it useful in practice, and which aspects are inessential.
Fuzzy sets as a basis for a theory of possibility
FUZZY POWER SETS AND FUZZY IMPLICATION OPERATORS
...
1
2
3
4
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