论文标题

曲线上的分形插值

Fractal Interpolation over Curves

论文作者

Massopust, Peter R.

论文摘要

本文介绍了Banach空间中曲线上分形插值的新颖概念。这些内容基于涉及分形插值问题的通常方法,但是当前的方法大大扩展了它们,并将其推广并为分形插值铺平了道路,而不是Banach Submanifolds。

This paper introduces the novel concept of fractal interpolation over curves in Banach spaces. The contents are based on the usual methodologies involving the fractal interpolation problem over intervals but the current approach considerably extends and generalizes them and paves the way to fractal interpolation over Banach submanifolds.

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