. We report on the integration of Tps as an external reasoning component into the mathematical assistant system mega. Thereby Tps can be used both as an automatic theorem prover for higher order logic as well as interactively employed from within the mega environment. Tps proofs can be directly incorporated into mega on a tactic level enabling their visualization and verbalization. Using an example we show how Tps proofs can be inserted into mega's knowledge base by expanding them to calculus level using both mega's tactic mechanism and the rst order theorem prover Otter. Furthermore we demonstrate how the facts from mega's knowledge base can be used to build a Tps library. 1 Introduction Current theorem pro...
The TPHOLs International Conference serves as a venue for the presentation of work in theorem provin...
Different reasoning systems have different strengths and weaknesses, and often it is useful to combi...
In this paper we present a framework for automated learning within mathematical reasoning systems. I...
We report on the integration of Tps as an external reasoning component into the mathematical assista...
AbstractThe theorem proving system Tps provides support for constructing proofs using a mix of autom...
This paper reports on the integration of the higher-order theorem proving environment Tps [Andrews e...
The Thousands of Problems for Theorem Provers (TPTP) problem library is the basis of a well known an...
International audienceWe have extended the TLA+ proof system TLAPS with a new backend to improve the...
An automated theorem-proving system called TPS for proving theorems of first or higher-order logic i...
One of the main success stories of automatic theorem provers has been their integration into proof a...
Abstract. A stable proposal for extending the rst-order TPTP (Thou-sands of Problems for Theorem Pro...
This is a description of TPS, a theorem proving system for classical type theory (Church's type...
Abstract: "This is a description of TPS, a theorem proving system for classical type theory (Church'...
International audienceWe believe that first-order automatic provers are the best tools available to ...
technical reportThis volume constitutes the proceedings of the Emerging Trends track of the 17th In...
The TPHOLs International Conference serves as a venue for the presentation of work in theorem provin...
Different reasoning systems have different strengths and weaknesses, and often it is useful to combi...
In this paper we present a framework for automated learning within mathematical reasoning systems. I...
We report on the integration of Tps as an external reasoning component into the mathematical assista...
AbstractThe theorem proving system Tps provides support for constructing proofs using a mix of autom...
This paper reports on the integration of the higher-order theorem proving environment Tps [Andrews e...
The Thousands of Problems for Theorem Provers (TPTP) problem library is the basis of a well known an...
International audienceWe have extended the TLA+ proof system TLAPS with a new backend to improve the...
An automated theorem-proving system called TPS for proving theorems of first or higher-order logic i...
One of the main success stories of automatic theorem provers has been their integration into proof a...
Abstract. A stable proposal for extending the rst-order TPTP (Thou-sands of Problems for Theorem Pro...
This is a description of TPS, a theorem proving system for classical type theory (Church's type...
Abstract: "This is a description of TPS, a theorem proving system for classical type theory (Church'...
International audienceWe believe that first-order automatic provers are the best tools available to ...
technical reportThis volume constitutes the proceedings of the Emerging Trends track of the 17th In...
The TPHOLs International Conference serves as a venue for the presentation of work in theorem provin...
Different reasoning systems have different strengths and weaknesses, and often it is useful to combi...
In this paper we present a framework for automated learning within mathematical reasoning systems. I...