题目：Multivariate Spline and Piecewise Algebraic variety
报告人：王仁宏 教授（大连理工大学博士生导师）
时间：2007.6.14（周四）下午4:00
地点：理科楼309
欢迎大家参加！
内容简介：
The multivariate splines, as piecewise polynomials, have been become useful tools for dealing with Computational Geometry, Computer Graphics, Computer Aided Geometric Design and Image Processing.
In Algebraic Geometry, the classical algebraic variety is to study geometric properties of the common intersection of surfaces represented by multivariate polynomials. Since the surfaces are usually represented by multivariate piecewise polynomials (multivariate splines), so the piecewise algebraic variety, defined by the common intersection of surfaces represented by multivariate splines is important in Computational Geometry, Computer Graphics, Computer Aided Geometric Design, and Image Processing.
The purpose of this talk is to introduce some recent progress on Multivariate splines, Piecewise algebraic variety and some of relative topics.
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Post By：2007/6/11 16:36:39 [显示全部帖子]
