Pan Jianqiang. B SPLINE ALGORITHM FOR GEOMETRIC TRANSFORMATION OF DIGITAL IMAGE AND HARDWIRED IMPLEMENTATION[J]. Journal of Electronics & Information Technology, 1985, 7(4): 288-296.
Citation:
Pan Jianqiang. B SPLINE ALGORITHM FOR GEOMETRIC TRANSFORMATION OF DIGITAL IMAGE AND HARDWIRED IMPLEMENTATION[J]. Journal of Electronics & Information Technology, 1985, 7(4): 288-296.
Pan Jianqiang. B SPLINE ALGORITHM FOR GEOMETRIC TRANSFORMATION OF DIGITAL IMAGE AND HARDWIRED IMPLEMENTATION[J]. Journal of Electronics & Information Technology, 1985, 7(4): 288-296.
Citation:
Pan Jianqiang. B SPLINE ALGORITHM FOR GEOMETRIC TRANSFORMATION OF DIGITAL IMAGE AND HARDWIRED IMPLEMENTATION[J]. Journal of Electronics & Information Technology, 1985, 7(4): 288-296.
In this paper, the algorithm of using B spline function for geometric transformation of digital image is presented. Given a group of special regular controlling points, B spline function for transformation is formed. The algorithm guarantees precise correspondence between controlling points, higher precision can be obtained. It can be implemented in a minicomputer digital image processing system with a special hard-wired device.This paper also points out that the geometric window transformation can be implemented automatically.
杨世仁,计算机学报,3(1980), 54.[2]H. S. Hou and H. C. Andrews, IEEE Trans. on ASSP, ASSP-26(1978), 508.[3]M. T. Munteanu and L. L. Schumaker, J. Approximation Theory, 10(1974), 23.[4]R. T. Gregorg and D. L. Karney, A Collection of Matrices for Testing Computational Algerithms, New York: Wiley, 1969, p. 48.[5]刘其真等,自动化学报,8(1982),279.
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