Results 11 to 20 of about 231 (54)
Se presenta como extensión del cálculo proposicional clásico, el sistema deductivo LT: lógica de las tautologías. En el sistema LT, se formalizan las nociones meta-lógicas de tautología, contradicción, satisfacible, refutable y contingencia.
Manuel Sierra A.
doaj +1 more source
Propositional dynamic logic for searching games with errors [PDF]
We investigate some finitely-valued generalizations of propositional dynamic logic with tests. We start by introducing the (n+1)-valued Kripke models and a corresponding language based on a modal extension of {\L}ukasiewicz many-valued logic.
Teheux, Bruno
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Hidden modalities in algebras with negation and implication [PDF]
Lukasiewicz 3-valued logic may be seen as a logic with hidden truthfunctional modalities de ned by A := :A ! A and A := :(A ! :A). It is known that axioms (K), (T), (B), (D), (S4), (S5) are provable for these modalities, and rule (RN) is admissible. We
Järvinen, Jouni +3 more
core +1 more source
The Lattice of Congruences of a Finite Line Frame [PDF]
Let $\mathbf{F}=\left\langle F,R\right\rangle $ be a finite Kripke frame. A congruence of $\mathbf{F}$ is a bisimulation of $\mathbf{F}$ that is also an equivalence relation on F.
Areces, Carlos +3 more
core +2 more sources
Dual characterizations for finite lattices via correspondence theory for monotone modal logic [PDF]
International audienceWe establish a formal connection between algorithmic correspondence theory and certain dual characterization results for finite lattices, similar to Nation's characterization of a hierarchy of pseudovarieties of finite lattices ...
Frittella, Sabine +2 more
core +2 more sources
Canonical varieties with no canonical axiomatisation
Accepted ...
Hodkinson, I, Venema, Y
core +5 more sources
A note on ultraproducts of Veltman models [PDF]
We consider ultraproducts of Veltman models, and show that a version of Łos theorem is ...
Mladen Vuković
core +2 more sources
Topo-Bisimulations are Coalgebraic [PDF]
We show that the topological interpretation of the modal logic S4 can be reformulated using a special kind of coalgebras for the filter functor. Thus the topological semantics is subsumed in coalgebraic semantics.
Schubert, Christoph
core +1 more source
Sistemas multi–modales de profundidad restringida
Se presentan como extensiones del cálculo proposicional clásico, la jerarquíade sistemas deductivos SMM–n con n > 1. SMM–n es el sistema multi–modalde profundidad–n. El sistema SMM–1 es el cálculo proposicional clásico.
Manuel Sierra A.
doaj
Lógica básica con afirmación alterna
El lenguaje del sistema extiende el lenguaje de la lógica clásica al incluir un operador para la noción de afirmación alterna (en contraste con la afirmación clásica o afirmación usual), y también operadores de incompatibilidad y determinabilidad entre ...
Manuel Sierra A.
doaj

