边缘验证:保证资源约束下的正确性

R. Drechsler, Caroline Dominik
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引用次数: 18

摘要

验证是电路和系统设计的核心任务之一。由于组件在几个安全关键应用程序中使用,因此必须确保功能正确性。但由于复杂性的增加,往往不能保证完整的验证。因此,现代验证方法必须处理有限的可用资源,如时间或可用机器的计算能力。与边缘计算类似,必须在验证上下文中考虑资源约束计算,下面称为边缘验证。提出了允许有效验证的概念。这可能是通过自我验证,其中验证硬件包含在制造的设备中,或者通过多项式验证,其中合成过程被限制以保证生成的电路可以在多项式时间内进行验证。对于后者,给出了短延迟全对称函数的有效多项式形式验证的一个实例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Edge Verification: Ensuring Correctness under Resource Constraints
Verification is one of the central tasks in circuit and system design. Since the components are used in several safety critical applications, functional correctness has to be ensured. But due to the increasing complexity, complete verification can often not be guaranteed. As a result, modern verification approaches have to cope with limited resources available, like time or computational power of available machines. Analogously to edge computing, resources constraint computing has to be considered in the context of verification, called Edge Verification in the following. Concepts are presented that allow efficient verification. This might be either by self-verification, where the verification hardware is included in the fabricated device, or by polynomial verification, where the synthesis process is restricted to guarantee that the generated circuit can be verified in polynomial time. For the later one, a case study is given for efficient polynomial formal verification of totally symmetric functions with short delay.
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