Foundations of Probability Theory for AI - The Application of Algorithmic Probability to Problems in Artificial Intelligence
Ray Solomonoff

TL;DR
This paper introduces Algorithmic Complexity Theory as a foundation for probability and demonstrates its application to AI problems, offering near-optimal search strategies for broad problem classes.
Contribution
It presents the application of Algorithmic Probability to AI, providing a theoretical basis for near-optimal search methods in complex problem domains.
Findings
Algorithmic Complexity defines probability with characteristic properties.
Application of Algorithmic Probability yields near-optimal search procedures.
Potential for broad classes of AI problems to benefit from this approach.
Abstract
This paper covers two topics: first an introduction to Algorithmic Complexity Theory: how it defines probability, some of its characteristic properties and past successful applications. Second, we apply it to problems in A.I. - where it promises to give near optimum search procedures for two very broad classes of problems.
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Taxonomy
TopicsComputability, Logic, AI Algorithms · Cellular Automata and Applications · semigroups and automata theory
