Titlebook: Reliability and Safety Analyses under Fuzziness; Takehisa Onisawa,Janusz Kacprzyk Conference proceedings 1995 Springer-Verlag Berlin Heide

Malfunction

The Usefulness of Complete Lattices in Reliability Theory not properly modelled within classical reliability theory. The introduction of a complete lattice as a state space appears not only of theoretical importance that allows to understand several phenomena with respect to reliability theory better, but as a need claimed from practical engineering. Two

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清唱劇

Fuzzy Fault Tree Analysis : Case Studiesy (FST) is the topic of immediate relevance in Probabilistics Risk Assessment for Chemical Industry. The paper relates to fuzzification of fault trees of 15000 MT capacity atmospheric storage tank and nitric acid reactor. The case studies on fuzzy fault tree analysis using available interfailure sta

半身雕像

Coronary-Spasm

Reliability Estimation based on Fuzzy Life Time Data For life time data in form of fuzzy numbers .* with characterizing function ξ(.) this is possible and explained in the paper. Especially classical parameter estimations for stochastic life time models and the concept of the empirical reliability function as well as Bayesian reliability estimation p

Synapse

Reliability Behavior of Combined Hardware-Software Systemsiability behavior is probabilistic in nature, in this paper we show how to integrate fuzzy methodology and probabilistic methodology to characterize combined hardware-software reliability behavior. In concrete, the notions of canonical computer, possibilistic survival (PS-) function, and possibilist

Perineum

剝削

驚惶

Brief Introduction to Fuzzy Setsed to a gradual membership of elements. This is followed by main operations on fuzzy sets, the concepts of cardinality, a fuzzy relation, etc. Then, the concept of a fuzzy number is sketched. Basic operations on fuzzy numbers are dealt with with emphasis on the practically most relevant case of triangular and/or trapezoid fuzzy numbers.

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