Results 81 to 90 of about 19,546 (208)
Classical Logic, Uniformity, and Weak Excluded Middle in Non-Monotonic Proof-Theoretic Semantics
Non-monotonic base-extension semantics (nB-eS), a kind of non-monotonic proof-theoretic semantics (nPTS), is known to validate classical logic when its meta-logic is classical.
Antonio Piccolomini d’Aragona
doaj +1 more source
Location Planning for Constructing New Emergency Medical Services: A Case Study
Emergency medical services (EMSs) are an efficient and effective system created to provide pre‐hospital care so as to minimize physical harm in the event of an emergency like Corona pandemic. The system is aimed at providing a rapid response to save patients’ lives and, if necessary, to transfer them to pandemic treatment centers.
Ali Mostafaeipour +7 more
wiley +1 more source
A modal logic amalgam of classical and intuitionistic propositional logic
A famous result, conjectured by G\"odel in 1932 and proved by McKinsey and Tarski in 1948, says that $\varphi$ is a theorem of intuitionistic propositional logic IPC iff its G\"odel-translation $\varphi'$ is a theorem of modal logic S4. In this paper, we
Lewitzka, Steffen
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A Galois connection between classical and intuitionistic logics. I: Syntax
In a 1985 commentary to his collected works, Kolmogorov remarked that his 1932 paper "was written in hope that with time, the logic of solution of problems [i.e., intuitionistic logic] will become a permanent part of a [standard] course of logic.
Melikhov, Sergey A.
core
Intuitionistic ancestral logic
Abstract In this article we define pure intuitionistic Ancestral Logic ( iAL ), extending pure intuitionistic First-Order Logic ( iFOL ). This logic is a dependently typed abstract programming language with computational functionality beyond iFOL given by its realizer for the transitive closure, TC .
Liron Cohen, Robert L. Constable
openaire +1 more source
Geneza intuicjonistycznego rachunku zdań i Twierdzenie Gliwienki
Among the non-classical logics, the intuitionistic one stands out in many ways. First of all, because of its properties, it is grateful subject of formal analysis.
Piotr Urbańczyk
doaj
RESUMEN: Tras una introducción histórica al intuicionismo como filosofía de las matemáticas, se introduce la lógica intuicionista. Comenzamos desde sus fundamentos según la interpretación BHK, y continuamos con las reglas del cálculo de deducción natural
Dick DE JONGH
doaj
A Note on OTM-Realizability and Constructive Set Theories
We define an ordinalized version of Kleene's realizability interpretation of intuitionistic logic by replacing Turing machines with Koepke's ordinal Turing machines (OTMs), thus obtaining a notion of realizability applying to arbitrary statements in the ...
Carl, Merlin
core
Forcing for an Optimal A-Translation
Kripke semantics for intuitionistic predicate logic IQC is often viewed as a forcing relation between posets and formulas. In this paper, we further introduce Cohen forcing into semantics.
Rui Li
doaj +1 more source
Logiques dialogiques ‘multivalentes’
Aim of this paper is to show how so-called multi-valued logics can be formulated within the framework of Dialogical Logic. In order to formulate the particle rules for multi-valued logics the concept of different assertion modes is introduced.
Helge Rückert
doaj +1 more source

