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Vague prime ideals and vague primary ideals of vague rings

A vague binary operation on a set X with respect to [a fuzzy equality on X] x X and [a fuzzy equality on X] is a strong fuzzy function õ with respect to [a fuzzy equality on X] x X on X x X and a fuzzy equality [a fuzzy equality on X]. Moreover, a vague ring with respect to E [subscript H x H] and E [subscriptH] defined in 2007 by Sezer is a 3-tuple ...
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Managing uncertainty and vagueness in description logics for the Semantic Web

Web Semantics, 2008
Thomas Lukasiewicz, Umberto Straccia
exaly  

Language and Competition: Communication Vagueness, Interpretation Difficulties, and Market Entry

Academy of Management Journal, 2017
Wei Guo, Tieying Yu, Javier Gimeno
exaly  

A Quantum Probability Perspective on Borderline Vagueness

Topics in Cognitive Science, 2013
Reinhard Blutner, Peter D Bruza
exaly  

In Praise of Vagueness: Uncertainty, Ambiguity and Archaeological Methodology

Journal of Archaeological Method and Theory, 2015
Tim Flohr Sørensen
exaly  

Interactive aspects of vagueness in conversation

Journal of Pragmatics, 2003
Andreas H Jucker
exaly  

Dealing with double vagueness in DEM morphometric analysis

International Journal of Geographical Information Science, 2016
Guilherme Lucio Abelha Mota
exaly  

Adjectival vagueness in a Bayesian model of interpretation

SynthÈse, 2015
Daniel Lassiter, Noah D Goodman
exaly  

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