C. Benzmuller and V. Sorge. A blackboard architecture for guiding interactive proofs. In F. Giunchiglia, editor, Proceedings of the 12th International Conference on Automated Deduction, number 1480 in LNAI, pages 102-114, Sozopol, Bulgaria, 1998. Springer Verlag.  Home/Search   Document Details and Download   Summary   Related Articles   Check

....such as axioms, de nitions, theorems, and whole theories, between mathematical software systems and mathematical agents. First work towards agent based theorem proving and the combination of interactive and automated theorem proving has been done with the ANTS command suggestion mechanism [BS98] and the ANTS theorem prover [BS00] The ANTS approach also make extensive use of external reasoners integrated via the MathWeb SB. The AGS is a member of the international research network Calculemus which brings together researchers from the elds of computer algebra systems and automated ....

Christoph Benzmuller and Volker Sorge. A blackboard architecture for guiding interactive proofs. In Fausto Giunchiglia, editor, Articial Intelligence: Methodology, Systems and Applications, number 1480 in LNAI, pages 102-114, Sozopol, Bulgaria, 1998. Springer Verlag.

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C. Benzmuller and V. Sorge. A blackboard architecture for guiding interactive proofs. In F. Giunchiglia, editor, Proceedings of the 12th International Conference on Automated Deduction, number 1480 in LNAI, pages 102-114, Sozopol, Bulgaria, 1998. Springer Verlag.

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C. Benzmuller and V. Sorge. A Blackboard Architecture for Guiding Interactive Proofs. Proc. of AIMSA'98, LNAI 1480, p. 102-114. Springer, 1998.

....knowledge base MBase. The general idea is the following: every inference rule, tactic, method or external system is agenti ed in the sense that every possible action searches concurrently for the ful llment of its application conditions and once these are satis ed it suggests its execution (see [9, 10, 11, 48] for more details) 6. What is special about the system compared to other systems mega is a mathematical assistant tool that supports proof development in mathematical domains at a user friendly level of abstraction. It is a modular system with a central data structure and several ....

C. Benzmuller and V. Sorge. A blackboard architecture for guiding interactive proofs. In Proceedings of 8th International Conference on Arti cial Intelligence: Methodology, Systems, Applications (AIMSA'98), LNAI, Sozopol, Bulgaria, 1998.

....theorem proving approach that is build on top of the Ants agent based command suggestion mechanism. This mechanism has been originally developed to support the user in interactive theorem proving by using available resources in between user interactions to search for the next possible proof steps [4]. This is done via a hierarchical blackboard architecture where agents concurrently gather information on the proof state to check for applicable commands (i.e. commands that apply proof rules) where the most promising are dynamically presented to the user. Commands whose applicability is quickly ....

....informally de ning some properties of agent societies in Ants which are necessary to ensure completeness and by giving some examples how these properties are checked in practice. This paper is organized as follows: Sec. 2 sketches the Ants command suggestion mechanism (for further details see [4, 5]) and illustrates its declarative agent speci cation language. Sec. 3 describes how external reasoners can be integrated at di erent layers. In Sec. 4 the Ants theorem prover built on top of the suggestion mechanism is introduced and completeness aspects are discussed in Sec. 5. We conclude with ....

C. Benzmuller and V. Sorge. A Blackboard Architecture for Guiding Interactive Proofs. Proc. of AIMSA'98, LNAI 1480, Springer, 1998.

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