Our long-term goal is the development of a general framework for specifying, structuring, and interoperating provers. Our main focus is on the formalization of the architectural and implementational choices that underlie the construction of such systems. This paper has two main goals. The first is to introduce the main intuitions underlying the proposed framework. We concentrate on its use in the integration of provers. The second is the development of the notion of reasoning theory, meant as the formalization of the notion of `implementation of the logic` of a prover. As an example we sketch an analysis, at the reasoning theory level, of the integration of linear arithmetic into the NQTHM simplification proces
Computer algebra systems (CASs) and automated theorem provers (ATPs) exhibit complementary abilities...
In this paper we address assertion retrieval and application in theorem proving systems or proof pla...
One of the most important objectives of the research in mathematics and computer science is to obtai...
Our ultimate goal is to provide a framework and a methodology which will allow users to construct ...
. Our ultimate goal is to provide a framework and a methodology which will allow users, and not only...
Our ultimate goal is to define a framework and a methodology which will allow users to construct or ...
We are interested in integrating mechanized reasoning systems such as, e.g., Theorem Provers and Com...
Our ultimate goal is to define a framework and a methodology which will allow users to construct or ...
AbstractThe long-term objective of the Open Mechanized Reasoning Systems (OMRS) project is to provid...
In designing a large-scale computerized proof system, one is often confronted with issues of two kin...
In this contribution I advocate an open system for formalised mathematical reasoning that is able to...
Our work addresses assertion retrieval and application in theorem proving systems or proof planning ...
Abstract. In this paper we propose how proof planning systems can be extended by an automated learni...
This paper concerns a knowledge structure called method , within a compu-tational model for human or...
Logic programming languages have many characteristics that indicate that they should serve as good i...
Computer algebra systems (CASs) and automated theorem provers (ATPs) exhibit complementary abilities...
In this paper we address assertion retrieval and application in theorem proving systems or proof pla...
One of the most important objectives of the research in mathematics and computer science is to obtai...
Our ultimate goal is to provide a framework and a methodology which will allow users to construct ...
. Our ultimate goal is to provide a framework and a methodology which will allow users, and not only...
Our ultimate goal is to define a framework and a methodology which will allow users to construct or ...
We are interested in integrating mechanized reasoning systems such as, e.g., Theorem Provers and Com...
Our ultimate goal is to define a framework and a methodology which will allow users to construct or ...
AbstractThe long-term objective of the Open Mechanized Reasoning Systems (OMRS) project is to provid...
In designing a large-scale computerized proof system, one is often confronted with issues of two kin...
In this contribution I advocate an open system for formalised mathematical reasoning that is able to...
Our work addresses assertion retrieval and application in theorem proving systems or proof planning ...
Abstract. In this paper we propose how proof planning systems can be extended by an automated learni...
This paper concerns a knowledge structure called method , within a compu-tational model for human or...
Logic programming languages have many characteristics that indicate that they should serve as good i...
Computer algebra systems (CASs) and automated theorem provers (ATPs) exhibit complementary abilities...
In this paper we address assertion retrieval and application in theorem proving systems or proof pla...
One of the most important objectives of the research in mathematics and computer science is to obtai...