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Applying Machine Learning to Heuristics for Real Polynomial Constraint Solving

机译:将机器学习应用于启发式算法以求解实多项式约束

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This paper considers the application of machine learning to automatically generating heuristics for real polynomial constraint solvers. We consider a specific choice-point in the algorithm for constructing an open Non-uniform Cylindrical Algebraic Decomposition (NuCAD) for a conjunction of constraints, and we learn a heuristic for making that choice. Experiments demonstrate the effectiveness of the learned heuristic. We hope that the approach we take to learning this heuristic, which is not a natural fit to machine learning, can be applied effectively to other choices in constraint solving algorithms.
机译:本文考虑了机器学习在为真正的多项式约束求解器自动生成启发式算法中的应用。我们在算法中考虑了一个特定的选择点,该算法为约束的结合构造了一个开放的非均匀圆柱代数分解(NuCAD),并学习了做出选择的启发式方法。实验证明了所学启发式方法的有效性。我们希望我们用于学习这种启发式方法的方法(不是自然适合于机器学习的方法)可以有效地应用于约束解决算法中的其他选择。

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