Efficient parameter variation sampling for architecture simulations

This paper addresses the problem of efficient and effective parameter variation modeling and sampling in computer architecture simulations. While there has been substantial progress in accelerating simulation time for circuit designs subject to manufacturing variations, these approaches are not generally suitable for architectural studies. Toward this we investigated two complementary avenues: (1) adapting low-discrepancy sampling methods for use in Monte Carlo architectural simulations. We apply techniques previously developed for gate-level circuit models to higher level component models and in so doing drastically reduce the number of samples needed for detailed simulation; (2) applying multi-resolution analysis to appropriately decompose geometric regions of a chip, and achieve more effective description of parameter variations without increasing computational complexity. Our experimental results demonstrate that the combined techniques can reduce the number of Monte Carlo trials by a factor of 3.3, maintaining the same accuracy while significantly reducing the overall simulation run-time.