1. Hesitant distance as a fuzzy metric
| Title | Hesitant distance as a fuzzy metric |
|---|---|
| Author info | Vladimír Kobza, Vladimír Janiš |
| Author | Kobza Vladimír 1988- (50%) UMBFP10 - Katedra matematiky |
| Co-authors | Janiš Vladimír 1963- (50%) UMBFP10 - Katedra matematiky |
| Source document | EUROFUSE 2013 : workshop on uncertainty and imprecision modelling in decision making, December 2-4, 2013, Oviedo. S. 145-148. - Oviedo : Universidad de Oviedo, 2013 / De Baets Bernard ; Fodor János ; Montes Susana ; Barrenechea Edurne ; Díaz Susana ; Kráľ Pavol 1978- ; EUROFUSE 2013 workshop |
| Keywords | fuzzy množiny - fuzzy sets metrické priestory - metric spaces triangular norms |
| Language | English |
| Country | Spain |
| systematics | 51 |
| Annotation | The motivation for this study is the case of evaluating distance of a pair of points in the universe X having available a nite set of its evaluations. Based on such set of evaluation we construct a fuzzy quantity on X2 describing the result of this evaluation. We show that assuming any triangular norm bounded from above by the Lukasiewicz triangular norm we obtain a fuzzy metric space. We show that for the minimum t-norm the resulting structure need not be a fuzzy metric space |
| Public work category | AFC |
| No. of Archival Copy | 31877 |
| Catal.org. | BB301 - Univerzitná knižnica Univerzity Mateja Bela v Banskej Bystrici |
| Database | xpca - PUBLIKAČNÁ ČINNOSŤ |