In this paper we shall study some extensions of the semilattice based deductive systems S (N) and S (N, 1), where N is the variety of bounded distributive lattices with a negation operator. We shall prove that S (N) and S (N, 1) are the deductive systems generated by the local consequence relation and the global consequence relation associated with ¬-frames, respectively. Using algebraic and relational methods we will prove that S (N) and some of its extensions are canonical and frame complete.Fil: Celani, Sergio Arturo. Universidad Nacional del Centro de la Provincia de Buenos Aires.facultad de Ciencias Exactas; Argentin
AbstractWe study a modal language for negative operators—an intuitionistic-like negation and its par...
In this paper we introduce a new natural deduction system for the logic of lattices, and a numbe...
In this paper we thoroughly investigate several kinds of residuated ordered structures, connected w...
In this paper we shall study some extensions of the semilattice based deductive systems S (N) and S ...
A b s t r a c t. In this paper we shall study some extensions of the semilattice based deductive sys...
Abstract. Logic N ∗ was defined as a logical framework for studying deductive bases of the well foun...
Monotone modal logics have emerged in several application areas such as computer science and social ...
In [1] J.-Y. Bèziau formulated a logic called Z. Bèziau’s idea was generalized independently in [6] ...
AbstractTwo main approaches have been followed in the literature to give a semantics to non-Horn dat...
Abstract. In this paper we propose substructural propositional logic obtained by da Costa weakening ...
This paper describes a proof theoretic and semantic approach in which logics belonging to different ...
A deductive system (Hilbert-style) is an algebraic closure system over the set of formulas of given ...
AbstractThis is an initial systematic study of the properties of negation from the point of view of ...
In this paper we introduce a new natural deduction system for the logic of lattices, and a number of...
AbstractThis paper surveys and compares different techniques investigated in order to integrate nega...
AbstractWe study a modal language for negative operators—an intuitionistic-like negation and its par...
In this paper we introduce a new natural deduction system for the logic of lattices, and a numbe...
In this paper we thoroughly investigate several kinds of residuated ordered structures, connected w...
In this paper we shall study some extensions of the semilattice based deductive systems S (N) and S ...
A b s t r a c t. In this paper we shall study some extensions of the semilattice based deductive sys...
Abstract. Logic N ∗ was defined as a logical framework for studying deductive bases of the well foun...
Monotone modal logics have emerged in several application areas such as computer science and social ...
In [1] J.-Y. Bèziau formulated a logic called Z. Bèziau’s idea was generalized independently in [6] ...
AbstractTwo main approaches have been followed in the literature to give a semantics to non-Horn dat...
Abstract. In this paper we propose substructural propositional logic obtained by da Costa weakening ...
This paper describes a proof theoretic and semantic approach in which logics belonging to different ...
A deductive system (Hilbert-style) is an algebraic closure system over the set of formulas of given ...
AbstractThis is an initial systematic study of the properties of negation from the point of view of ...
In this paper we introduce a new natural deduction system for the logic of lattices, and a number of...
AbstractThis paper surveys and compares different techniques investigated in order to integrate nega...
AbstractWe study a modal language for negative operators—an intuitionistic-like negation and its par...
In this paper we introduce a new natural deduction system for the logic of lattices, and a numbe...
In this paper we thoroughly investigate several kinds of residuated ordered structures, connected w...