Plane Geometry Theorem Proving Using Forward Chaining Artificial IntelligenceNevins, A. J.: Plane Geometry Theorem Proving Using Forward Chaining. Artificial Intelligence 6, 1–23 (1975) MathSciNet MATH... AJ Nevins - 《Artificial Intelligence》 被引量: 165发表: 1975年 Accident identification in nu...
This chapter focuses on Prolog implementation of backward-chaining methods in an attempt to solve artificial intelligence problems. The chapter presents the development of a Prolog program that simulates the standard Prolog interpreter in Prolog. A Prolog program consists of clauses, and each clause ...
CLIPS cannot effectively perform sound and complete logical inference in most real-world contexts. The problem facing CLIPS is its lack of goal generation. Without automatic goal generation and maintenance, Forward chaining can only deduce all instances of a relationship. Backward chaining, which ...
Pattern name and classification IPC-based integration for backward chaining inference Intent To integrate backward chaining inference of Prolog into applications or embedded systems Motivation Prolog is powerful for AI-related problems, but is not suitable to develop many kinds of components, such as dat...
Backward compatibility can refer to a program, system or platform. A backward compatible program is a new application that supports the features of the older version. An example would be Microsoft Word 2010, which can read and open older versions back to Word 2007. A backward compatible system...
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