We introduce, in this paper, a propositional logic to deal with de notion of ‘almost always’. We do this by adding a new operator in classical propositional logic. This new operator captures the same notions of the quantifier introduced in the Ultrafilter logic by Sette, Carnielli and Veloso (1999).Introduzimos, neste trabalho, uma lógica proposicional para tratar da noção de quase sempre. Fazemos isso através da inclusão de um novo operador na lógica proposicional clássica. Este novo operador captura as mesmas noções do quantificador introduzido na lógica do ultrafiltro de Sette, Carnielli e Veloso (1999).Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES
AbstractA propositional logic of explicit proofs, LP, was introduced in [S. Artemov, Explicit provab...
formulas of propositional logic + quantifiers Examples for QBFs: ◦ ∃x∃y.((x ∨ ¬y) ∧ (¬x ∨ y)) Satis...
A propositional logic of explicit proofs, LP, was introduced in [2], completing a project begun long...
O objetivo deste trabalho é, em um primeiro momento, fazer um estudo detalhado sobre quantificadores...
We extend de Finettis No-Dutch-Book Criterion to Gödel infinite-valued propositional logic
Lawvere showed that generalised metric spaces are categories enriched over$[0, \infty]$, the quantal...
This paper presents a discussion about quantifiers, particularly quantifiers of natural languages, a...
Propositional Gödel logic can be extended by quantifiers in different ways, in partic-ular by first-...
Mikenberg, da Costa e Chuaqui (1986) introduziram a noção de quase-verdade por meio da noção de estr...
The unifying theme of the thesis is the semantic meaning of logical quantifiers. In their basic form...
This research is inserted in the context of Philosophy of Logic, with emphasis on aspects of quantif...
AbstractWe investigate the logic L(αα) which allows the second-order quantifier “ααs’ meaning “for a...
Abstract. The minimal extension of intuitionistic propositional language is characterized, where pro...
AbstractA propositional logic of explicit proofs, LP, was introduced in [S. Artemov, Explicit provab...
Abstract. By introducing a parallel extension rule that is aware of inde-pendence of the introduced ...
AbstractA propositional logic of explicit proofs, LP, was introduced in [S. Artemov, Explicit provab...
formulas of propositional logic + quantifiers Examples for QBFs: ◦ ∃x∃y.((x ∨ ¬y) ∧ (¬x ∨ y)) Satis...
A propositional logic of explicit proofs, LP, was introduced in [2], completing a project begun long...
O objetivo deste trabalho é, em um primeiro momento, fazer um estudo detalhado sobre quantificadores...
We extend de Finettis No-Dutch-Book Criterion to Gödel infinite-valued propositional logic
Lawvere showed that generalised metric spaces are categories enriched over$[0, \infty]$, the quantal...
This paper presents a discussion about quantifiers, particularly quantifiers of natural languages, a...
Propositional Gödel logic can be extended by quantifiers in different ways, in partic-ular by first-...
Mikenberg, da Costa e Chuaqui (1986) introduziram a noção de quase-verdade por meio da noção de estr...
The unifying theme of the thesis is the semantic meaning of logical quantifiers. In their basic form...
This research is inserted in the context of Philosophy of Logic, with emphasis on aspects of quantif...
AbstractWe investigate the logic L(αα) which allows the second-order quantifier “ααs’ meaning “for a...
Abstract. The minimal extension of intuitionistic propositional language is characterized, where pro...
AbstractA propositional logic of explicit proofs, LP, was introduced in [S. Artemov, Explicit provab...
Abstract. By introducing a parallel extension rule that is aware of inde-pendence of the introduced ...
AbstractA propositional logic of explicit proofs, LP, was introduced in [S. Artemov, Explicit provab...
formulas of propositional logic + quantifiers Examples for QBFs: ◦ ∃x∃y.((x ∨ ¬y) ∧ (¬x ∨ y)) Satis...
A propositional logic of explicit proofs, LP, was introduced in [2], completing a project begun long...