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16篇 您的检索式:作者名="Qin Kaihuai"
    题名 作者 年代 出处 被引量
1Error estimate for Doo-Sabin surfaces显示文摘Based on a general bound on the distance error between a uniform Doo-Sabin surface and its control polyhedron, an exponential error bound independent of the subdivision process is presented in this paper. Using the exponential bound, one can predict the depth of recursive subdivision of the Doo-Sabin surface within any user-specified error tolerance.WANG Huawei , GUAN Youjiang and QIN Kaihuai(1. Department of Computer Science and Technology 2. Department of Precision Instrument and Mechanics, Tsinghua University, Beijing 100084, China) 2002Progress in Natural Science:Materials International2002,12,9:4
2Precise evaluation of uniform Doo-Sabin surfaces显示文摘Using eigenanalysis of uniform Doo-Sabin subdivision surfaces, parameterization approaches for two types of Doo-Sabin subdivision surfaces are developed, and evaluation methods for values and derivatives of Doo-Sabin surfaces at arbitrary parameters are presented by means of non-iterative approaches. Generalized basis functions for Doo-Sabin surfaces are also derived. Thus, the prejudice is disproved further that subdivision surfaces cannot be evaluated precisely.WANG Huawei and QIN Kaihuai(Department of Computer Science and Technology, Tsinghua University, Beijing 100084, China) 2003Progress in Natural Science:Materials International2003,13,5:3
3IMAGE RENDERING FOR BUILDING CAD显示文摘IMAGERENDERINGFORBUILDINGCADZhangNan;QinKaihuaiAbstract:Thispaperpresentsarealisticimagesynthesissystemsuitabletobuildings.It...Zhang Nan Qin Kaihuai 1996Computer Aided Drafting,Design and Manufacturing1996,6,1:1
4Three-point recursion interpolation theory and algorithm of space circular arcs in a CNC system显示文摘Qin Kaihuai Bin Hongzan 1990Computers in Industry1990,15,4:1
5Surface modeling with ternary interpolating subdivision显示文摘Wang Huawei Qin Kaihuai 2005The Visual Computer2005,21,12:1
6Curve modeling with constrained B-spline wavelets 显示文摘Li Denggao Qin Kaihuai Sun Hanqiu 2005Computer Aided Geometric2005,22,1:1
7Represening Quadric Surfaces Using NURBS Surfaces显示文摘Qin Kaihuai 1997J of Comput Sci &Technol1997,12,3:1
8Continuity of non-uniform recursive subdivision surfaces显示文摘Qin Kaihuai Wang Huawei 2000Science in China (Series E)2000,43,5:1
9GPU rendering for tiied multi-projector autostereoscopic display based on chromium显示文摘LUO JIANLI QIN KAIHUAI ZHOU YANXIA 2010The Visual Computer2010,26,1:1
10Estimating recursion depth for Loop subdivision 显示文摘Wang Huawei Sun Hanqiu Qin Kaihuai 2004International Journal of CAD/CAM2004,4,1:1
11An Adaptable-multilayer Fractional Fourier Transform Approach for Image Registration显示文摘Pan Wei Qin Kaihuai Chen Yao 2009IEEE Transactions on Pattern Analysis and Machine Intelligence2009,31,3:1
12A new methodfor speeding up ray tracing NURBS SURFACES显示文摘Qin Kaihuai Gong Minglun Guan Youjiang 1997Computer&Graphic1997,21,5:1
13Curve modeling with constrained B-spline wavelets显示文摘Li Denggao Qin Kaihuai Sun Hanqiu 2005Computer Aided Geometric Design2005,22,1:1
14Curve modeling with constrained B-spline wavelets显示文摘LI DENGGAO QIN KAIHUAI SUN HANQIU 2005Computer Aided Geometric Design2005,22,1:1
15A NEW METHOD FOR REPRESENTING THE CIRCLE BY NURBS显示文摘In this paper, a new algorithm for representing conics precisely is presented using NURBS ofdegree two. The algorithm requires only four control vertices, which is the minimum number of controlvertices compared with the other algorithms using the square control vertice configuration, to representa full circle using the full circumscribing square based representation. This paper also derives a new con-dition for NURBS to precisely represent conics and shows the necessary and sufficient condition of rep-resentation of a circular arc.Qin Kaihuai Sun Jiaguang Dept. of Computer Science and Technology Tsinghua University, Beijing 100084, P. R. China 1992Computer Aided Drafting,Design and Manufacturing1992,3,2:0
16A Fast Hidden-line Removal Algorithm for 3-Dimensional Buildings显示文摘AFASTHIDDEN-LINEREMOVALALGORITHMFOR3-DIMENSIONALBUILDINGSQinKaihuai;TongGeliang;ZhangNan;ChenDailin;LiYungui;ShenWenduAFASTHI...Qin Kaihuai TongGeliang Zhang Nan Chen Dailin Li Yungui Shen Wendu 1995Computer Aided Drafting,Design and Manufacturing1995,5,1:0
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