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optimized matrix and vector operations in limited instruction algorithms that perform equation of state calculations
optimized matrix and vector operations in limited instruction algorithms that perform equation of state calculations
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机译:在执行状态方程计算的有限指令算法中优化了矩阵和矢量运算
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摘要
1/1 summary “Optimized matrix and vector operations in limited instruction algorithms that perform equation of state calculations” provides a system and method for optimizing matrix and vector calculations in limited instruction algorithms that perform eos calculations. The method includes dividing each matrix associated with an eos stability equation and an eos phase division equation into a number of tiles, where the tile size is heterogeneous or homogeneous. Each vector associated with the eos stability equation and eos phase division equation can be divided into a number of bands. tiles and strips can be stored in main memory, cache or registers, and matrix and vector operations associated with successive overrides and newton iterations can be performed in parallel using tiles and strips.
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