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Extending Automatic Theorem Proving By Planning

by Inger Sonntag, Jörg Denzinger , 1993
"... A general concept for combining planning with automatic theorem proving is introduced. From this a system architecture based on the notion of planning trees, methods and sensors is developed. It is illustrated by examples taken from the domain of sorting algorithms. ..."
Abstract - Cited by 1 (0 self) - Add to MetaCart
A general concept for combining planning with automatic theorem proving is introduced. From this a system architecture based on the notion of planning trees, methods and sensors is developed. It is illustrated by examples taken from the domain of sorting algorithms.

The Practice of Clausification in Automatic Theorem Proving

by Geoff Sutcliffe, Stuart Melville , 1996
"... In the process of resolution based Automatic Theorem Proving, problems expressed in First Order Form (FOF) are transformed by a clausifier to Clause NormalForm (CNF). This research examines and compares clausifiers. The boundaries between clausification, simplification, and solution search are delin ..."
Abstract - Cited by 3 (3 self) - Add to MetaCart
In the process of resolution based Automatic Theorem Proving, problems expressed in First Order Form (FOF) are transformed by a clausifier to Clause NormalForm (CNF). This research examines and compares clausifiers. The boundaries between clausification, simplification, and solution search

Zapato: Automatic theorem proving for

by Predicate Ion Refinement, Thomas Ball, Byron Cook, Shuvendu K. Lahiri, Lintao Zhang , 2004
"... Counterexample-driven abstraction refinement is an automatic process that produces abstract models of finite and infinite-state systems. When this process is applied to software, an automatic theorem prover for quantifier-free first-order logic helps to determine the feasibility of program paths ..."
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Counterexample-driven abstraction refinement is an automatic process that produces abstract models of finite and infinite-state systems. When this process is applied to software, an automatic theorem prover for quantifier-free first-order logic helps to determine the feasibility of program

Automatic theorem-proving in combinatorics on words

by Dane Henshall, Jeffrey Shallit
"... ar ..."
Abstract - Cited by 10 (5 self) - Add to MetaCart
Abstract not found

Keywords and phrases: Automatic theorem proving,

by unknown authors
"... clause interconnectivity graphs, context-free grammars, attribute grammars, proof theory. This work supported in part by the Office of Naval Research under contract 76-C-0681. Context-free attribute grammars are proposed as derivational models for proofs in the predicate calculus. The new representa ..."
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the restrictions imposed by the required unifications. While previous theorem proving methods have been able to enumerate all proofs of a theorem, the method reported here is unique in being able to characterize all proofs of some theorems, representing even an infinite set of proofs with a finite formula

The Practice of Clausification in Automatic Theorem Proving Page 1

by unknown authors
"... problems expressed in First Order Form (FOF) are transformed by a clausifier to Clause Normal Form (CNF). This research examines and compares clausifiers. The boundaries between clausification, simplification, and solution search are delineated, and common clausification and simplification operation ..."
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operations are documented. Four known clausifiers are evaluated, thus providing insight into their relative performance, and also providing baseline data for future evaluation of clausifiers. Automatic Theorem Proving (ATP) is the study and development of computer programs that build proofs of theorems

An Application of Automatic Theorem Proving in Computer Vision

by Didier Bondyfalat , Bernard Mourrain , Théodore Papadopoulo - IN AUTOMATED DEDUCTION IN GEOMETRY , 1998
"... Getting accurate construction of tridimensional CAD models is a field of great importance: with the increasing complexity of the models that modeling tools can manage nowadays, it becomes more and more necessary to construct geometrically accurate descriptions. Maybe the most promising technique, ..."
Abstract - Cited by 8 (0 self) - Add to MetaCart
, because of its full generality, is the use of automatic geometric tools: these can be used for checking the geometrical coherency and discovering geometrical properties of the model. In this paper, we describe an automatic method for constructing the model of a given geometrical configuration

A Note on Irreducible Decomposition of Algebraic Sets and Automatic Theorem Proving

by Tran Quoc-Nam , 1996
"... In this paper, we present some new results concerning the dimension of the irreducible components of an algebraic set. We also point out that our results are very useful in Computer Aided Geometric Design (CAGD) and Visualization, in particular when the algebraic set is one-dimensional. In the secon ..."
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-dimensional. In the second part of the paper, we report our experiments on combining results in Automatic Theorem Proving with the computer algebra system CASA - a computer algebra system for Algebraic Geometry. Keywords: Irreducible decomposition, Automatic Theorem Proving . 1 Introduction Irreducible decomposition

A new approach for automatic theorem proving in real geometry

by Andreas Dolzmann, Thomas Sturm - Journal of Automated Reasoning , 1998
"... Abstract. We present a new method for proving geometric theorems in the real plane or higher dimension. The method is derived from elimination set ideas for quantifier elimination in linear and quadratic formulas over the reals. In contrast to other approaches, our method can also prove theorems who ..."
Abstract - Cited by 38 (17 self) - Add to MetaCart
in the claimed generality, missing premises are found automatically. We demonstrate the applicability of our method to nontrivial examples. Key words: real quantifier elimination, real geometry, automatic theorem proving over the reals. 1.

The Game of Hex: An Automatic Theorem Proving Approach to Game Programming

by Vadim V. Anshelevich - In National Conference on Artificial Intelligence (AAAI , 2000
"... The game of ilex is a two-player game with simple rules, a deep underlying mathematical beauty, and a strategic complexity comparable to that of Chess and Go. The massive game-tree search techniques developed mostly for Chess, and successfully used for Checkers, Othello, and a number of other g ..."
Abstract - Cited by 17 (2 self) - Add to MetaCart
games, become less useful for games with large branching factors like Go and Hex. We offer a new approach, which results in superior playing strength. This approach emphasizes deep analysis of relatively few game positions. In order to reach this goal, we develop an automatic theorem proving
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