DocumentCode
293512
Title
Fast and feasible reinforcement learning algorithm
Author
Ono, Shuichiro ; Inagaki, Yasuhiro ; Aisu, Hideyuki ; Sugie, Hiroshi ; Unemi, Tatsuo
Author_Institution
Lab. for Internat. Fuzzy Eng. Res., Yokohama, Japan
Volume
3
fYear
1995
fDate
20-24 Mar 1995
Firstpage
1713
Abstract
It is desirable that agents can determine themselves the next action to execute, using fast and feasible learning algorithm to adapt itself the dynamic environments. The reinforcement learning method is suitable for learning in an a priori known environment. We have improved IBRL1 (Instance-Based Reinforcement Learning 1), which is based on the instance-based learning approach, to increase the convergence and feasibility of learning in a grid world. It is supposed that the learning agents do not themselves know the correct position in the grid world, but that they receive inputs from their sensors. Thus, agents are faced with what is known as the hidden state problem. The payment of immediate cost in a bucket brigade algorithm, the distribution of delayed reward by profit sharing, and the use of a time series achieves fast and feasible convergence in environments that include the hidden state problem. The capability of this algorithm is demonstrated in the grid world. By using this algorithm, our robot in the simulation is able to learn the path to the goal. Experiment demonstrates a learning effect through decline in the spent steps during repetitions of goal search
Keywords
convergence of numerical methods; fuzzy control; learning (artificial intelligence); mobile robots; navigation; path planning; time series; IBRL1; bucket brigade algorithm; convergence; dynamic environment adaptation; fuzzy control; hidden state problem; instance-based learning; learning agents; profit sharing; reinforcement learning algorithm; robot navigation; time series; Convergence; Costs; Delay effects; Learning; Navigation; Orbital robotics; Quantization; Robots;
fLanguage
English
Publisher
ieee
Conference_Titel
Fuzzy Systems, 1995. International Joint Conference of the Fourth IEEE International Conference on Fuzzy Systems and The Second International Fuzzy Engineering Symposium., Proceedings of 1995 IEEE Int
Conference_Location
Yokohama
Print_ISBN
0-7803-2461-7
Type
conf
DOI
10.1109/FUZZY.1995.409907
Filename
409907
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