论文标题
关于物理设计概括功率界限的注释
A Note on Generalizing Power Bounds for Physical Design
论文作者
论文摘要
在本说明中，我们将展示如何构建许多在物理设计问题中出现的各种物理方程的非凸二次不平等。然后，这些非凸二次不平等现象可以用于在物理设计问题上构建界限，而物理设计问题是二次或二次的比率。我们表明，在许多实际情况下，二次不平等和原始物理方程在技术条件下是等效的，该技术条件易于计算（并且在某些情况下，手动）验证。
In this note we show how to construct a number of nonconvex quadratic inequalities for a variety of physics equations appearing in physical design problems. These nonconvex quadratic inequalities can then be used to construct bounds on physical design problems where the objective is a quadratic or a ratio of quadratics. We show that the quadratic inequalities and the original physics equations are equivalent under a technical condition that holds in many practical cases which is easy to computationally (and, in some cases, manually) verify.
