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Polynomial abstraction for verification of sequentially implemented combinational circuits

机译:多项式抽象,用于验证顺序实施的组合电路

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Today's integrated circuits with increasing complexity cause the well known state space explosion problem in verification tools. In order to handle this problem a much simpler abstract model of the design has to be created for verification. We introduce the polynomial abstraction technique, which efficiently simplifies the verification task of sequential design blocks whose functionality can be expressed as a polynomial. Through our technique, the domains of possible values of data input signals can be reduced. This is done in such a way that the abstract model is still valid for model checking of the design functionality in terms of the system's control and data properties. We incorporate polynomial abstraction into the ForSyDe methodology, for the verification of clock domain design refinements.
机译:今天的集成电路随着复杂性的增加而导致验证工具中众所周知的状态空间爆炸问题。为了处理这个问题,必须创建更简单的设计抽象模型以进行验证。我们介绍多项式抽象技术,其有效简化了顺序设计块的验证任务,其功能可以表示为多项式。通过我们的技术,可以减少数据输入信号可能值的域。这是以这样的方式完成的,即抽象模型在系统的控制和数据属性方面仍然有效地检查设计功能的模型检查。我们将多项式抽象纳入Forsyde方法,用于验证时钟域设计改进。

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