Add to ORKGWe present an updated exposition of the classical theory of complete first order theorie
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Conselho Nacional de Desenvolvimento Ci...
Summary. First of a series of articles laying down the bases for classical first order model theory....
We extend previous results on theorem proving for first-order clauses with equality to hierarchic f...
A first-order theory T has the Independence Property provided deduction of a statement of type (quan...
Gödel's Incompleteness Theorem asserts that any sufficiently rich, sound, and recursively axiom...
Abstract. We prove that for every simple theory T (or even simple thick compact abstract theory) the...
We discuss first order theories in which individual concepts are admitted as mathematical objects al...
AbstractWe claim that the reduction of Post's Correspondence Problem to the decision problem of a th...
We review some independence results in a finite axiom-schematization of classical first-order logic ...
A dependent type theory is proposed as the foundation of mathematics. The formalism preserves the st...
In this work we extend previous results on theorem proving for first-order clauses with equality to...
Intuitively speaking, a classical field theory is background-independent if the structure required t...
In the paper we formulate a sufficient criterion in order for the first order theory with finite set...
In this paper an abstract characterization of the properties of independent events is given with exa...
The author has submitted to Mizar Mathematical Library a series of five articles introducing a frame...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Conselho Nacional de Desenvolvimento Ci...
Summary. First of a series of articles laying down the bases for classical first order model theory....
We extend previous results on theorem proving for first-order clauses with equality to hierarchic f...
A first-order theory T has the Independence Property provided deduction of a statement of type (quan...
Gödel's Incompleteness Theorem asserts that any sufficiently rich, sound, and recursively axiom...
Abstract. We prove that for every simple theory T (or even simple thick compact abstract theory) the...
We discuss first order theories in which individual concepts are admitted as mathematical objects al...
AbstractWe claim that the reduction of Post's Correspondence Problem to the decision problem of a th...
We review some independence results in a finite axiom-schematization of classical first-order logic ...
A dependent type theory is proposed as the foundation of mathematics. The formalism preserves the st...
In this work we extend previous results on theorem proving for first-order clauses with equality to...
Intuitively speaking, a classical field theory is background-independent if the structure required t...
In the paper we formulate a sufficient criterion in order for the first order theory with finite set...
In this paper an abstract characterization of the properties of independent events is given with exa...
The author has submitted to Mizar Mathematical Library a series of five articles introducing a frame...
Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)Conselho Nacional de Desenvolvimento Ci...
Summary. First of a series of articles laying down the bases for classical first order model theory....
We extend previous results on theorem proving for first-order clauses with equality to hierarchic f...