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Home / Proceedings / Proceedings of the AAAI Conference on Artificial Intelligence, 2 / Book One

Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover

February 1, 2023

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Abstract:

This note describes several methods of finding proofs used in APRVR, an agenda-based, natural-deduction theorem prover. APRVR retains a complete tree of all pending or completed goals and is able to choose the next goal to be processed from an agenda of pending goals. Through this mechanism some proof methods can be utilized that had been unavailable to an earlier prover that was not agenda-based. One approach allows information discovered in one path in an attempted proof to trigger a case split in another part of the attempted proof (NONLOCAL CASE SPLIT). Another procedure enables better handling of splitting a conjunction (AND-SPLIT) by making it possible to use more information in determining which conjunct should be split off first.

Authors

Mabry Tyson

DOI:


Topics: AAAI

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HOW TO CITE:

Mabry Tyson Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover Proceedings of the AAAI Conference on Artificial Intelligence, 2 (1982) 225.

Mabry Tyson Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover AAAI 1982, 225.

Mabry Tyson (1982). Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover. Proceedings of the AAAI Conference on Artificial Intelligence, 2, 225.

Mabry Tyson. Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover. Proceedings of the AAAI Conference on Artificial Intelligence, 2 1982 p.225.

Mabry Tyson. 1982. Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover. "Proceedings of the AAAI Conference on Artificial Intelligence, 2". 225.

Mabry Tyson. (1982) "Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover", Proceedings of the AAAI Conference on Artificial Intelligence, 2, p.225

Mabry Tyson, "Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover", AAAI, p.225, 1982.

Mabry Tyson. "Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover". Proceedings of the AAAI Conference on Artificial Intelligence, 2, 1982, p.225.

Mabry Tyson. "Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover". Proceedings of the AAAI Conference on Artificial Intelligence, 2, (1982): 225.

Mabry Tyson. Proof Methods in an Agenda-Based Natural-Deduction Theorem Prover. AAAI[Internet]. 1982[cited 2023]; 225.


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