XCSF with computed continuous action
Author(s) -
Hau Trung Tran,
Cédric Sanza,
Yves Duthen,
Thuc D. Nguyen
Publication year - 2007
Publication title -
citeseer x (the pennsylvania state university)
Language(s) - English
Resource type - Conference proceedings
DOI - 10.1145/1276958.1277327
Subject(s) - successor cardinal , action (physics) , computer science , robot , stochastic game , artificial intelligence , mathematics , mathematical economics , mathematical analysis , physics , quantum mechanics
Wilson introduced XCSF as a successor to XCS. The major development of XCSF is the concept of a computed prediction. The efficiency of XCSF in dealing with numerical input and continuous payoff has been demonstrated. However, the possible actions must always be determined in advance. Yet domains such as robot control require numerical actions, so that neither XCS nor XCSF with their discrete actions can yield high performance. This paper studies computed action in XCSF, where the action is continuous with respect to the input state. In comparison with Wilson's architecture for continuous action, our XCSF version, called XCSFCA, proves to be more efficient.
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