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序列成本定价机制的公理化分析
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作者 郑立群 吴育华 夏庆 《西南交通大学学报》 EI CSCD 北大核心 2006年第2期231-235,共5页
研究了序列成本定价机制对同质分配模型公理体系的满足情况,并着重探讨了该机制与上限性、下限性、免费午餐、需求可控性和一致性公理的关系.在同质模型的前提下,序列成本定价满足除去成本函数单调性、一致性和需求可控性之外的所有公... 研究了序列成本定价机制对同质分配模型公理体系的满足情况,并着重探讨了该机制与上限性、下限性、免费午餐、需求可控性和一致性公理的关系.在同质模型的前提下,序列成本定价满足除去成本函数单调性、一致性和需求可控性之外的所有公理特性要求.比较了序列成本定价机制和平均成本定价机制满足上限性、下限性、免费午餐、需求可控性等公理的情况.结果表明,当代理人的需求不易控制时,平均成本定价具有明显优势;反之序列成本定价较好. 展开更多
关键词 序列成本定价 公理化分析 同质分配模型 上限 下限性 免费午餐 需求可控
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Parallel computation of unified finite-difference time-domain for underwater sound scattering 被引量:2
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作者 冯玉田 王朔中 《Journal of Shanghai University(English Edition)》 CAS 2008年第2期120-125,共6页
In this work, we treat scattering objects, water, surface and bottom in a truly unified manner in a parallel finitedifference time-domain (FDTD) scheme, which is suitable for distributed parallel computing in a mess... In this work, we treat scattering objects, water, surface and bottom in a truly unified manner in a parallel finitedifference time-domain (FDTD) scheme, which is suitable for distributed parallel computing in a message passing interface (MPI) programming environment. The algorithm is implemented on a cluster-based high performance computer system. Parallel computation is performed with different division methods in 2D and 3D situations. Based on analysis of main factors affecting the speedup rate and parallel efficiency, data communication is reduced by selecting a suitable scheme of task division. A desirable scheme is recommended, giving a higher speedup rate and better efficiency. The results indicate that the unified parallel FDTD algorithm provides a solution to the numerical computation of acoustic scattering. 展开更多
关键词 parallel computation finite-difference time-domain (FDTD) message passing interface (MPI) object scattering.
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Lower Semicontinuity of the Effcient Solution Mapping in Semi-In?nite Vector Optimization 被引量:1
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作者 GONG Xunhua 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2015年第6期1312-1325,共14页
This paper establishes some suffcient conditions for the lower semicontinuity of the effcient solution mapping for the semi-infinite vector optimization problem with perturbations of both the objective function and th... This paper establishes some suffcient conditions for the lower semicontinuity of the effcient solution mapping for the semi-infinite vector optimization problem with perturbations of both the objective function and the constraint set in normed linear spaces. The constraint set is the set of weakly effcient solutions of vector equilibrium problem, and perturbed by the perturbation of the criterion mapping to the vector equilibrium problem. 展开更多
关键词 Effcient solution mapping lower semicontinuity semi-infinite vector optimization vector equilibrium problem
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