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- Zhijing G. Mou, Paul Hudak
- The Journal of Supercomputing
- 1988

A formal algebraic model for divide-and-conquer algorithms is presented. The model reveals the internal structure of divide-and-conquer functions, leads to high-level and functional-styled algorithms specification, and simplifies complexity analysis. Algorithms developed under the model contain vast amounts of parallelism and can be mapped fairly easily to… (More)

- Zhijing G. Mou, Hai Liu, Paul Hudak
- DAMP
- 2010

We propose a programming paradigm called <i>compress-and-conquer</i> (CC) that leads to optimal performance on multicore platforms. Given a multicore system of <i>p</i> cores and a problem of size <i>n</i>, the problem is first reduced to <i>p</i> smaller problems, each of which can be solved independently of the others (the <i>compression</i> phase). From… (More)

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