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MONOTONE PIECEWISE CURVE FITTING ALGORITHMS

MONOTONE PIECEWISE CURVE FITTING ALGORITHMS
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摘要 A piecewise cubic curve fitting algorithm preserving monotonicity of the data without modification of the assigned slopes is proposed. The algorithm has the same order of convergence as Yan's algorithm[8] and Gasparo-Morandi's algorithm[5] for accurate or 0(h(q)) accUrate given data, but it has a more visually pleasing curve than those two algorithms. We also discuss the convergence order of cubic rational interpolation for 0(h(q)) accurate data. A piecewise cubic curve fitting algorithm preserving monotonicity of the data without modification of the assigned slopes is proposed. The algorithm has the same order of convergence as Yan's algorithm[8] and Gasparo-Morandi's algorithm[5] for accurate or 0(h(q)) accUrate given data, but it has a more visually pleasing curve than those two algorithms. We also discuss the convergence order of cubic rational interpolation for 0(h(q)) accurate data.
机构地区 CHINESE ACAD SCI
出处 《Journal of Computational Mathematics》 SCIE CSCD 1994年第2期163-172,共10页 计算数学(英文)
基金 The Project Supported by National Natural Science Foundation of China.
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