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A Nonlinear Real Arithmetic Fragment

机译:非线性实数运算片段

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摘要

We present a new procedure for testing satisfiability (over the reals) of a conjunction of polynomial equations. There are three possible return values for our procedure: it either returns a model for the input formula, or it says that the input is unsatisfiable, or it fails because the applicability condition for the procedure, called the eigen-condition, is violated. For the class of constraints where the eigen-condition holds, our procedure is a decision procedure. We describe satisfiability-preserving transformations that can potentially convert problems into a form where eigen-condition holds. We experimentally evaluate the procedure and discuss applicability.
机译:我们提出了一种新的程序,用于测试多项式方程的对合(在实数上)的可满足性。我们的过程有三个可能的返回值:它要么返回输入公式的模型,要么说输入不满足要求,或者因为违反了该过程的适用条件(称为本征条件)而失败。对于本征条件成立的那类约束,我们的过程是决策过程。我们描述了可保持满意性的转换,它可以将问题潜在地转换成本征条件成立的形式。我们通过实验评估程序并讨论适用性。

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