Probabilities, Possibilities, and Fuzzy Sets

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Citation: John A. Drakopoulos. (1994) Probabilities, Possibilities, and Fuzzy Sets. In KSL-94-40, May,1994.

Publication techreport ( Edit )
type Technical Report
bibtype techreport
Bibtex basics
author John A. Drakopoulos
title Probabilities, Possibilities, and Fuzzy Sets
number KSL-94-40
institution Knowledge Systems, AI Laboratory
address Stanford, CA, USA
year 1994
month May
Bibtex more
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abstract A formal analysis of probabilities, possibilities, and fuzzy sets is presented in this paper.A number of theorems proved show that probabilities carry more information per bit than both possibilities and fuzzy sets.The cost of this higher capacity is increased computational complexity and reduced computational efficiency.The resulting trade-off of high complexity and information capacity versus computational efficiency is discussed under the spectrum of experimental systems and applications.

KSL Technical Report ID: KSL-94-40
Facts about Probabilities, Possibilities, and Fuzzy SetsRDF feed
Abstract A formal analysis of probabilities, possib A formal analysis of probabilities, possibilities, and fuzzy sets is presented in this paper.A number of theorems proved show that probabilities carry more information per bit than both possibilities and fuzzy sets.The cost of this higher capacity is increased computational complexity and reduced computational efficiency.The resulting trade-off of high complexity and information capacity versus computational efficiency is discussed under the spectrum of experimental systems and applications. of experimental systems and applications.
Address Stanford, CA, USA  +
Author John A. Drakopoulos  +
Bibtype techreport  +
Has author John A. Drakopoulos  +
Has identifier KSL-94-40  +
Has publishing details May,1994  +
Has title Probabilities, Possibilities, and Fuzzy Sets  +
Has where published KSL-94-40  +
Has year 1994  +
Institution Knowledge Systems, AI Laboratory  +
Ksl tr id KSL-94-40  +
Month May  +
Number KSL-94-40  +
Process note NO  +
Title Probabilities, Possibilities, and Fuzzy Sets  +
Year 1994  +
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