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Multicore-Based Performance Optimization for Dense Matrix Computation

机译:基于多核的稠密矩阵计算性能优化

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To make the traditional applications benefit from multicore processors, the traditional Gaussian Elimination algorithm is improved to enhance its parallel performance under multicore architecture by matrix partition. The stability of the original algorithm is guaranteed. The hit rate of cache is improved by adjusting the computation sequence, the experiment shows that the speedup can reach 1.8 under duo core CPU environment when evaluating the inverse of dense matrix.
机译:为了使传统应用受益于多核处理器,对传统的高斯消除算法进行了改进,通过矩阵划分提高了多核架构下的并行性能。保证了原始算法的稳定性。通过调整计算顺序可以提高缓存的命中率,实验表明,在双核CPU环境下,对密集矩阵求逆时,加速比可以达到1.8。

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