通讯作者地址：[CHENG, FH]UNIV KENTUCKY,DEPT COMP SCI,LEXINGTON,KY 40506, USA.
来源：JOURNAL OF PARALLEL AND DISTRIBUTED COMPUTING
出版年：1995
卷：24
期：2
页码：224-229
DOI：10.1006/jpdc.1995.1022
摘要：A parallel implementation of Chebyshev method is presented for the B-spline surface interpolation problem. The algorithm finds the control points of a uniform bicubic B-spline surface that interpolates m x n data points on an m x n mesh-connected processor array in constant time. Hence it is optimal. Due to its numerical stability, the algorithm can successfully be used in finite precision floating-point arithmetic. (C) 1995 Academic Press, Inc.
