By Abdelhamid Mellouk
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Using initial state Xi 0 and equations (3), (13) and (14), find the values of 2. ,U i [n] , and Zi , ... , Zi [n + 1] . Calculate λi [ k ] , μUi [ k ] , μZi [ k ] for k = n , n − 1, ... ,0 , by using the following necessary 3. ,0 λi [ k ] − ∂ Ui [ k ] ∂ Ui [ k ] (27) λi [n] = − μUi [ k ] = ∂ Gin+1 A Reinforcement Learning Approach to Intelligent Goal Coordination of Two-Level Large-Scale Control Systems μZi [ k ] = λi [ k − 1] = 4. ,0 , using μUi [ k ] and μZi [ k ] ∂ WU i ∂ WZi n ∂Li ∂NRUk =∑ μUi [ k ] ∂WUi k = 0 ∂WUi (30) n ∂Li ∂NRZk =∑ μZi [ k ] ∂WZi k = 0 ∂WZi (31) Update WUi and WZi , by adding ΔWUi = −ηU ∂ Li and ΔWZi = −ηZ ∂ Li to the prior ∂ WUi ∂ WZi values of WUi and WZi .
The main theory of active learning is the reinforcement learning. , 2001) model become another focus. The problem of distributed and cooperative multiagent learning is studied through complex fuzzy theory in the paper (Berenji&Vengerov, 24 Advances in Reinforcement Learning 2000). But all these methods can’t satisfy the need of dynamic multi-cluster grid. Especially, owing to the migration of the cooperative computing team, which is a group of cooperative computing agent to support data parallel computing, and the dynamic changes of grid idle resources, the cooperative learning model is very important for cooperative computing.
The computing tasks provided by MCG are the matrix operations and the linear programming. The CCT algorithms (Parallel algorithms based on computer cluster) for the matrix operations and the linear programming are given. The Intranet clock is synchronous by GTS protocol. 9, MaxWeight=100 and MinWeight=0. The experiment includes seven times and each time has 12 hours, and the total time is 84 hours. The tests adopt a random function to choose some tasks (the matrix operation, the linear programming and their parallel edition) in each time.