N-body problem is a problem researching on the universal gravitation between celestial bodies, this problem belong to the category of parallel calculation.
体问题是研究天体间万有引力的问题，属于易并行计算的范畴。
It 's important in many science and engineering applications to reduce the execution time of the N-body problem on workstation clusters by effective scheduling policies.
采用合理的任务调度策略能有效地降低N体问题求解时间，对大量科学与工程应用具有重要意义。
N-body problem is a problem researching on the universal gravitation between celestial bodies, this problem belong to the category of parallel calculation.
N体问题是研究天体间万有引力的问题，属于易并行计算的范畴。
Five regular polyhedron solutions are given by analysing commonness of other special solutions of N-body problem.
分析n体问题一些特解的共性，给出5个正多面体解。
Five regular polyhedron solutions are given by analysing commonness of other special solutions of N-body problem.
分析n体问题一些特解的共性，给出5个正多面体解。
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