研究分形插值函数的矩量积分问题。
The moment integral problem of fractal interpolating functions(FIFs) are studied in this paper.
在理论分析的基础上给出了自仿射分形插值函数的表达形式和垂直比例因子的显式表达形式。
The expressions of the affine fractal interpolation function and the locally explicit presentation of the vertical scaling factors are presented on the basis of fractal geometry.
采用快速模拟退火算法来计算分形插值函数的关键参数——纵向比例因子，进一步加快了数据压缩的速度。
Fast simulated annealing is used in calculating the key parameter of fractal interpolation function - vertical scaling factor, thus makes further improvement of data compression speed.
利用此迭代函数系统构造了一类分形插值曲面，并做了若干数值实验。
Using this IFS we construct a kind of fractal interpolation surface, and make some experiment.
利用此迭代函数系统构造了一类分形插值曲面，并做了若干数值实验。
Using this IFS we construct a kind of fractal interpolation surface, and m.
利用此迭代函数系统构造了一类分形插值曲面，并做了若干数值实验。
Using this IFS we construct a kind of fractal interpolation surface, and m...
利用此迭代函数系统构造了一类分形插值曲面，并做了若干数值实验。
Using this IFS we construct a kind of fractal interpolation surface, and m...
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