This paper presents an Isabelle/HOL formalization of recent research in automated reasoning: efficient encodings of sorts in unsorted first-order logic, as implemented in Isabelle’s Sledgehammer proof tool. The formalization provides the general-purpose machinery to reason about formulas and models, emulating the theory of institutions. Quantifiers are represented using a nominal-like approach designed for interpreting syntax in semantic domains
Formal system development needs expressive specification languages, but also calls for highly automa...
International audienceOne of the main success stories of automatic theorem provers has been their in...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
Abstract. This paper presents an Isabelle/HOL formalization of recent research in automated reasonin...
International audienceIsaFoL (Isabelle Formalization of Logic) is an undertaking that aims at develo...
Abstract. Sledgehammer, a component of the interactive theorem prover Isabelle, finds proofs in high...
Sledgehammer for Isabelle/HOL integrates automatic theorem provers to discharge interactive proof ob...
peer reviewedA shallow semantical embedding of free logic in classical higher-order logic i...
A shallow semantical embedding of Input/Output logic in classical higher-order logic is presented, a...
AbstractAn interactive theorem prover, Isabelle, is under development. In lcf, each inference rule i...
We present an automated verification of the well-known modal logic cube in Isabelle/HOL, in which we...
Abstract. Isabelle [28, 30] is an interactive theorem prover that supports a variety of logics. It r...
http://www.springerlink.com/Formal system development needs expressive specification languages, but ...
the date of receipt and acceptance should be inserted later Abstract Sledgehammer is a component of ...
This paper presents meta-logical investigations based on category theory using the proof assistant I...
Formal system development needs expressive specification languages, but also calls for highly automa...
International audienceOne of the main success stories of automatic theorem provers has been their in...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...
Abstract. This paper presents an Isabelle/HOL formalization of recent research in automated reasonin...
International audienceIsaFoL (Isabelle Formalization of Logic) is an undertaking that aims at develo...
Abstract. Sledgehammer, a component of the interactive theorem prover Isabelle, finds proofs in high...
Sledgehammer for Isabelle/HOL integrates automatic theorem provers to discharge interactive proof ob...
peer reviewedA shallow semantical embedding of free logic in classical higher-order logic i...
A shallow semantical embedding of Input/Output logic in classical higher-order logic is presented, a...
AbstractAn interactive theorem prover, Isabelle, is under development. In lcf, each inference rule i...
We present an automated verification of the well-known modal logic cube in Isabelle/HOL, in which we...
Abstract. Isabelle [28, 30] is an interactive theorem prover that supports a variety of logics. It r...
http://www.springerlink.com/Formal system development needs expressive specification languages, but ...
the date of receipt and acceptance should be inserted later Abstract Sledgehammer is a component of ...
This paper presents meta-logical investigations based on category theory using the proof assistant I...
Formal system development needs expressive specification languages, but also calls for highly automa...
International audienceOne of the main success stories of automatic theorem provers has been their in...
We present a mechanised semantics for higher-order logic (HOL), and a proof of soundness for the inf...