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从计算机图形处理回溯到数学建模
引用本文:齐智敏,张开利,肖枫.从计算机图形处理回溯到数学建模[J].辽宁师范大学学报(自然科学版),2006,29(1):51-53.
作者姓名:齐智敏  张开利  肖枫
作者单位:辽东学院,计算中心,辽宁,丹东,118003
摘    要:图形、图像制作是计算机应用的一个重要领域,其中可视化软件的广泛使用,体现了方便,快捷的优点,但对于专业模型设计人员来说。因为没有数学建模平台,使其功能受限。灵活性较差,非可视化软件的应运而生,使图形、图像制作具有了很好的数学建模平台.笔者利用多元样条函数算法,建立一个棱角磨光的四棱锥,验证非可视化软件在数学建模方面的优点.

关 键 词:可视化软件  多元样条函数  数学建模
文章编号:1000-1735(2006)01-0051-03
收稿时间:12 22 2005 12:00AM
修稿时间:2005年12月22

Dating Back to Mathematics Modeling from Computer Graphics Processing
QI Zhi-min,ZHANG Kai-li,XIAO Feng.Dating Back to Mathematics Modeling from Computer Graphics Processing[J].Journal of Liaoning Normal University(Natural Science Edition),2006,29(1):51-53.
Authors:QI Zhi-min  ZHANG Kai-li  XIAO Feng
Institution:Computer Center, Liaodong University, Dandong 118003,China
Abstract:The graphics and image design are an important field in computer application,in which visualization of software,with the characteristics of convenience and quick merit,has been widely used.However,it was thought by modeling designers that the software had been limited in it's function and flexibility because mathematics modeling platform was not built.A non-visualization of software appearing at this moment enabled the graphics and image design to have a very good mathematics modeling platform.This article suggests that we establish a chamfering tetrahedral pyramid to prove the non-visualization software in mathematics modeling according to a Multi-spline function algorithm.
Keywords:visualization of software  multivariate spline function  mathematics modeling
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