摘要
简述了贝叶斯克里金插值法的基本原理，提出了实践中求取条件变异函数及软数据变异函数参数时存在的问题，针对这些问题在贝叶斯克里金法原理的基础上推导出了贝叶斯残余克里金法。最后给出了应用实例及结论。
This paper first introduces the theory of Beyesian Kriging briefly, and analyses the problems when the parameters of conditional variogram and variogram of soft data are estimated, then basing upon the theory of Beyesian Kriging, the interpolation method of Beyesian residual Kriging is induced. In the end, an example is given to show the conclusion.
出处
《工程图学学报》
CSCD
2001年第2期68-76,共9页
Journal of Engineering Graphics
