DOI: 10.1007/978-3-540-73940-1_30
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Parallelism Granules Aggregation with the T-System

Abstract: Abstract. T-system is a tool for parallel computing developed at the PSI RAS. The most recent implementation is available on both Linux and Windows platforms. The paper is dedicated to one of important T-system aspects -ability to change parallelism granule size at runtime. The technique is available, primarily, for recursive programs, but it's possible to extent it to non-recursive ones as well. In the latter case, we employ C++ template"traits"for program transformation. The technique is shown to reduce over… Show more

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Cited by 9 publications
(3 citation statements)
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References 16 publications
(22 reference statements)
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“…In the case r = - 2, we obtain by the inequality (20) and Lemma 13 5\cdot 2 s - 1 +2 4 \cdot 2 s - 3 - 5 < P (2 s , p) - P (2 s - 1 , p - 1) < 5\cdot 2 s - 1 +2 4 (2 s - 3 - 4 - 1) \Leftarr \Rightar 5 \cdot 2 s - 1 + 2 s - 4 < P (2 s , p) -P (2 s - 1 , p -1) < 5 \cdot 2 s - 1 + 2 s - 3 -16 \Leftarr \Rightar 41 \cdot 2 s - 4 < P (2 s , p) -P (2 s - 1 , p -1) < 21 \cdot 2 s - 3 -16.…”
Section: Sincementioning
confidence: 98%
See 1 more Smart Citation
“…In the case r = - 2, we obtain by the inequality (20) and Lemma 13 5\cdot 2 s - 1 +2 4 \cdot 2 s - 3 - 5 < P (2 s , p) - P (2 s - 1 , p - 1) < 5\cdot 2 s - 1 +2 4 (2 s - 3 - 4 - 1) \Leftarr \Rightar 5 \cdot 2 s - 1 + 2 s - 4 < P (2 s , p) -P (2 s - 1 , p -1) < 5 \cdot 2 s - 1 + 2 s - 3 -16 \Leftarr \Rightar 41 \cdot 2 s - 4 < P (2 s , p) -P (2 s - 1 , p -1) < 21 \cdot 2 s - 3 -16.…”
Section: Sincementioning
confidence: 98%
“…This led to the creation of various parallel programming languages and other tools. The T-system [20] is one of these developments. It provides a programming environment with support for automatic dynamic parallelization of programs.…”
Section: Introductionmentioning
confidence: 99%
“…А.К. Айламазяна РАН в рамках суперкомпьютерной программы «СКИФ» Союзного государства России и Беларуси [1][2][3][4][5][6][7][8][9]. Она представляет собой современную реализацию идей Т-системы и обеспечивает лучшую, чем предыдущие версии системы, интеграцию базовых возможностей функционального подхода с возможностями языка программирования Си++.…”
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