Abstract
This paper proposes a scheme of the grouping Monte Carlo tree search for the optimization problems with broad branches. By classifying nodes which represent candidates of adjacent geometric parameters, the search goes through selecting and backpropagating based on the information of the groups, instead of nodes. Thus, the number of searching times can be reduced dramatically to traverse down leaf nodes, while ensuring the accuracy of the optimal solution. We have used it to successfully design a three-dimensional (3D) inductor.
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