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On the determination of left-continuous t-norms and continuous archimedean t-norms on some segments
Aequationes mathematicae, 2005A \(t\)(riangular) norm is a function \(T:[0,1]^2\to [0,1]\) such that for all \(x,y,z\in [0,1]\) we have \(T(x,y)=T(y,x),\,T(T(x,y),z)=T(x,T(y,z)),\,T(x,1)=x\) and \(T(x,\cdot)\) is increasing. The author finds new sets of uniqueness for (continuous Archimedean and left continuous) \(t\)-norms. These sets of uniqueness are some vertical segments of \([
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Generalizing the migrativity of continuous t-norms
Fuzzy Sets and Systems, 2013This paper generalizes the migrativity of triangular norms (t-norms for short). Precisely, we find those continuous t-norms T which satisfy T(@l"1x,@l"2y)[email protected]"3T(x,y), where @l"[email protected]?(0,1],i=1,2,3 are given. It is worth pointing out that this paper provides a new characterization of the product t-norm.
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Convex combinations of strict t-norms
Soft Computing, 2009zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Observations on the monoidal t-norm logic
Fuzzy Sets and Systems, 2002The paper is concerned with the properties of some nonclassical logics and their relations, especially to Łukasiewicz logic, Gödel logic, and the monoidal t-norm-based logic. Their relations become stronger if some axioms (the double negation axiom, the idempotence axiom of conjunction and two further specific axioms) are added to them.
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Direct and mediated impacts of social norms on pro-environmental behavior
Global Environmental Change, 2023Magnus Bergquist +2 more
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The Influence of Social Norms on Consumer Behavior: A Meta-Analysis
Journal of Marketing, 2022François A Carrillat +2 more
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