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Optimal Parallel Algorithms for Finding Proximate Points, with Applications

机译：求解近似点的最优并行算法及其应用

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Tatsuya Hayashi; Koji Nakano; Stephan Olariu;
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年度 2007
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1. Optimal parallel algorithms for finding proximate points, with applications [J] . Hayashi T., Nakano K. IEEE Transactions on Parallel and Distributed Systems . 1998,第12期

机译：用于寻找最接近点的最佳并行算法及其应用
2. Optimal Algorithms for Finding a Trunk on a Tree Network and its Applications [J] . Yamin Li, Shietung Peng, Wanming Chu The Computer journal . 2009,第2期

机译：在树状网络上寻找干线的最佳算法及其应用
3. Application of parallel algorithmic differentiation to optimal CubeSat trajectory design [J] . Ghosh Alexander, Coverstone Victoria Acta astronautica . 2017,第janaafeba期

机译：并行算法微分在最优CubeSat轨迹设计中的应用
4. Optimal parallel Algorithms for Proximate Points, with Applications [C] . Tatsuya Hayashi, Koji Nakano, Stephan Olariu International workshop on algorithms and data structures;WADS'97 . 1997

机译：近似点的最优并行算法及其应用
5. Models and algorithms for addressing travel time variability: Applications from optimal path finding and traffic equilibrium problems. [D] . Zhou, Zhong. 2008

机译：解决行程时间可变性的模型和算法：最佳路径查找和交通平衡问题的应用。
6. A novel algorithm for finding optimal driver nodes to target control complex networks and its applications for drug targets identification [O] . Wei-Feng Guo, Shao-Wu Zhang, Qian-Qian Shi, 2018

机译：寻找最优驾驶员节点以控制复杂网络的新算法及其在药物靶标识别中的应用
7. Approximate parallel scheduling. II. Applications to logarithmic-time optimal parallel graph algorithms [O] . Cole Richard, Vishkin Uzi 1991

机译：近似并行调度。二。对数时间最佳并行图算法的应用

Optimal Parallel Algorithms for Finding Proximate Points, with Applications

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