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Minimizing Associativity Conflicts in Morton Layout

机译:最小化莫顿布局中的关联性冲突

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摘要

Hierarchically-blocked non-linear storage layouts, such as the Morton ordering, have been shown to be a potentially attractive compromise between row-major and column-major for two-dimensional arrays. When combined with appropriate optimizations, Morton layout offers some spatial locality whether traversed row- or column-wise. However, for linear algebra routines with larger problem sizes, the layout shows diminishing returns. It is our hypothesis that associativity conflicts between Morton blocks cause this behavior and we show that carefully arranging the Morton blocks can minimize this effect. We explore one such arrangement and report our preliminary results.
机译:分层阻塞的非线性存储布局(例如Morton排序)已被证明是二维数组的行优先和列优先之间潜在有吸引力的折衷方案。与适当的优化措施结合使用时,Morton布局无论在行还是列上都可以提供一定的空间局部性。但是,对于具有较大问题大小的线性代数例程,布局显示出递减的收益。我们的假设是Morton块之间的关联性冲突会导致此行为,并且我们证明了精心安排Morton块可以使这种影响最小化。我们探索了一种这样的安排,并报告了我们的初步结果。

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