Applications of fuzzy set theory to mathematical programming
HJ Zimmermann - Readings in fuzzy sets for intelligent systems, 1993 - Elsevier
Mathematical programming is one of the areas to which fuzzy set theory has been applied
extensively. Primarily based on Bellman and Zadeh's model of decision in fuzzy …
extensively. Primarily based on Bellman and Zadeh's model of decision in fuzzy …
The fuzzy shortest path problem and its most vital arcs
KC Lin, MS Chern - Fuzzy Sets and Systems, 1993 - Elsevier
The shortest path problem is to find the shortest distance between two specified nodes in a
network. An arc is called a single most vital arc in the network, if its removal from the network …
network. An arc is called a single most vital arc in the network, if its removal from the network …
Fuzzy geometric programming (I)
C Bing-yuan - Fuzzy sets and Systems, 1993 - Elsevier
First, the concepts of fuzzy valuation convex (or concave) function and fuzzy convex-
geometric-programming problem are based on a fuzzy valuation set in this paper. Secondly …
geometric-programming problem are based on a fuzzy valuation set in this paper. Secondly …
IFLP-II: A decision support system
YJ Lai, CL Hwang - Fuzzy sets and systems, 1993 - Elsevier
In this study, we propose a revised version of our previous interactive fuzzy linear
programming. Interactive fuzzy linear programming—II (IFLP-II) integrates all possible …
programming. Interactive fuzzy linear programming—II (IFLP-II) integrates all possible …
Fuzzy decision making: a survey
PT Chang, E Stanley Lee - … Mind and Computer: Fuzzy Science and …, 1993 - World Scientific
Since the classical paper of Bellman and Zadeh on fuzzy decision making, many research
papers have been published. It is clearly impossible to do a detailed survey in this limited …
papers have been published. It is clearly impossible to do a detailed survey in this limited …
[PDF][PDF] Diseño e implementación de un sistema interactivo para resolver problemas de optimización fuzzy
JMC Figueredo - 1993 - 150.214.191.180
3. MÉTODOS DE RESOLUCION EN PLF 59 3.1. Introducción....................................... 61 3.2.
Modelos con Restricciones Fuzzy........................... 61 3.2. 1. Aproximación de …
Modelos con Restricciones Fuzzy........................... 61 3.2. 1. Aproximación de …