Efficient bayesian yield analysis and optimization with active learning

Abstract

Yield optimization for circuit design is computationally intensive due to the expensive yield estimation based on Monte Carlo methods and the difficult optimization process. In this work, a uniform framework to solve these problems simultaneously is proposed. Firstly, a novel efficient Bayesian yield analysis framework, BYA, is proposed by deriving a Bayesian estimation for the yield and introducing active learning based on reductions of integral entropy. A tractable convolutional entropy infill technique is then proposed to efficiently solve the entropy reduction problem. Lastly, we extend BYA for yield optimization by transforming knowledge across the design space and variational space. Experimental results based on SRAM and adder circuits show that BYA is 410x faster (in terms of the number of simulations) than standard MC and averagely 10x (up to 10000x) more accurate than the state-of-the-art method for yield estimation, and is about 5x faster than the SOTA yield optimization methods.