cris.boxmetadata.label.title
On the levels of fuzzy mappings and applications to optimization
cris.boxmetadata.label.dateissued
01 browse.startsWith.months.december 2005
cris.boxmetadata.label.accesslevel
metadata only access
cris.boxmetadata.label.resourcetype
conference paper
cris.boxmetadata.label.authors
Universidad de Tarapacá
cris.boxmetadata.label.abstract
Using order relations on the space of fuzzy numbers, we define the levels of fuzzy number valued mappings and we present some topologicals and geometrics properties. We use this concept to locate points and the set of points that solve a problem of fuzzy optimization. Consequently we obtain a necessary condition, for means of fuzzy integrals, for fuzzy global optimality.
cris.boxmetadata.label.citationstartpage
1076
cris.boxmetadata.label.citationendpage
1081
cris.boxmetadata.label.language
English
cris.boxmetadata.label.ocdeknowledgeArea
Matemáticas
cris.boxmetadata.label.subjects
cris.boxmetadata.label.scopusidentifier
2-s2.0-84871943893
cris.boxmetadata.label.containerisbn
9788476538722
cris.boxmetadata.label.conference
Proceedings - 4th Conference of the European Society for Fuzzy Logic and Technology and 11th French Days on Fuzzy Logic and Applications, EUSFLAT-LFA 2005 Joint Conference
peru-layout.shadow-copies
Directorio de Producción Científica
Scopus