b2科目四模拟试题多少题驾考考爆了怎么补救
b2科目四模拟试题多少题 驾考考爆了怎么补救

minimum markup_markup和margin_minimumversion(13)

电脑杂谈  发布时间:2017-06-08 19:02:40  来源:网络整理

[21] Ma W, You J,Xu YF, Liu J, Wang KL; On the On-line Number of Snacks Problem. J. Global Optimization 24(4): 449-462 (2002)

[20] Aurenhammer F, Katoh N, Kojima H, Ohsaki M,Xu YF; Approximating uniform triangular meshes in polygons. Theor. Comput. Sci. 289(2): 879-895 (2002)

[19] Ma W,Xu YF, Wang KL; On-line k-Truck Problem and Its Competitive Algorithms. J. Global Optimization 21(1): 15-25 (2001)

[18] Cheng SW,Xu YF; On beta-skeleton as a subgraph of the minimum weight triangulation. Theor. Comput. Sci. 262(1): 459-471 (2001)

[17]Xu YF, Ye JC, Zhu BH; Computing the Degree-4 Shortest Network under a Given Topology. Discrete & Computational Geometry 23(3): 437-448 (2000)

[16] Cai LZ,Xu YF, Zhu BH; Computing the Optimal Bridge Between Two Convex Polygons. Inf. Process. Lett. 69(3): 127-130 (1999)

[15] Wang CA,Xu YF; Computing a Minimum Weight Triangulation of a Sparse Point Set. J. Global Optimization 15(1): 73-83 (1999)

[14] Aichholzer O, Aurenhammer F, Rote G,Xu YF; Constant-Level Greedy Triangulations Approximate the MWT Well. J. Comb. Optim. 2(4): 361-369 (1998)

[13] Wang CA, Chin FYL,Xu YF; A New Subgraph of Minimum Weight Triangulations. J. Comb. Optim. 1(2): 115-127 (1997)

[12] Aichholzer O, Aurenhammer F, Cheng SW, Katoh N, Rote G, Taschwer M,Xu YF; Triangulations Intersect Nicely. Discrete & Computational Geometry 16(4): 339-359 (1996)

其它英文期刊论文

[11] Liu M, Zheng FF,Xu YF, Chu CB; Approximation algorithm for uniform quay crane scheng at container ports. Discrete Math., Alg. and Appl. 8(2): 1-9 (2016)


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