Results 111 to 120 of about 270,225 (234)
Axiomatic foundations of acceptability semantics
An argument is a reason or justification of a claim. It has an intrinsic strength and may be attacked by other arguments. Hence, the evaluation of its overall strength becomes mandatory, especially for judging the reliability of its claim. Such an evaluation is done by acceptability semantics.
Amgoud, Leila, Ben-Naim, Jonathan
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Completeness of the First-Order Logic of Partial Quasiary Predicates with the Complement Composition [PDF]
Partial quasiary predicates are used in programming for representing program semantics and in logic for formalizing predicates over partial variable assignments.
Mykola Nikitchenko +3 more
doaj
Relativistic Roots of κ-Entropy
The axiomatic structure of the κ-statistcal theory is proven. In addition to the first three standard Khinchin–Shannon axioms of continuity, maximality, and expansibility, two further axioms are identified, namely the self-duality axiom and the scaling ...
Giorgio Kaniadakis
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Algebras with actions and automata
In the present paper we want to give a common structure theory of left action, group operations, R-modules and automata of different types defined over various kinds of carrier objects: sets, graphs, presheaves, sheaves, topological spaces (in particular:
W. Kühnel +3 more
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The Environmental Conditions, Treatments, and Exposures Ontology (ECTO): connecting toxicology and exposure to human health and beyond. [PDF]
Chan LE +10 more
europepmc +1 more source
The Social Constitution of Mathematical Knowledge. Objectivity, Semantics, and Axiomatics
The philosophy of mathematical practice sometimes investigates the social constitution of mathematics but does not always make explicit the philosophical-normative framework that guides the discussion. This chapter investigates some recent proposals in the philosophy of mathematical practice that compare social facts and mathematical objects ...
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Modal weak Kleene logics: axiomatizations and relational semantics
Abstract Weak Kleene logics are three-valued logics characterized by the presence of an infectious truth-value. In their external versions, as they were originally introduced by Bochvar [4] and Halldén [30], these systems are equipped with an additional connective capable of expressing whether a formula is classically true. In this paper
Stefano Bonzio, Nicolò Zamperlin
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An axiomatic semantics for iocos_ conformance relation
C. Gregorio-Rodríguez +2 more
semanticscholar +1 more source
Ontological Model in the Identification of Emotional Aspects in Alzheimer Patients. [PDF]
Castillo Salazar DR +4 more
europepmc +1 more source
Steps Toward a Philosophy for Mathematicians. [PDF]
Fenstad JE.
europepmc +1 more source

