对R^3中的仿射迭代函数系进行扰动,得到了一类带扰动项的迭代函数系,它的吸引子是一个二元分形插值函数的图象,研究这类分形插值函数及其矩量的扰动误差问题,给出了相应的误差估计式。
This paper is concerned with a kind of iterated function systems (IFSs) in R^3 with perturbation terms whose attractor is the graph of a bivariate fractal interpolation function (FIF). The problems of perturbation errors of such FIF and its moment are studied. The results about error analysis are obtained.