- Fractal - Wikipedia
Images and other outputs of modelling are normally referred to as being "fractals" even if they do not have strictly fractal characteristics, such as when it is possible to zoom into a region of the fractal image that does not exhibit any fractal properties
- 分形 - 维基百科，自由的百科全书
分形 （英語： fractal，源自 拉丁語： frāctus，有「零碎」、「破裂」之意），又稱 碎形 、 殘形，通常被定義為「一個粗糙或零碎的 幾何形狀，可以分成數個部分，且每一部分都（至少近似地）是整體縮小後的形狀」 [2]，即具有 自相似 的性質。
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- 分形（几何学术语）_百度百科
分形（Fractal）一词，是芒德勃罗创造出来的，其原意具有不规则、支离破碎等意义。 1973年，芒德勃罗（B B Mandelbrot）在法兰西学院讲课时，首次提出了分维和分形的设想。 分形是一个数学术语，也是一套以分形特征为研究主题的数学理论。
- Fractal | Mathematics, Nature Art | Britannica
Fractal, in mathematics, any of a class of complex geometric shapes that commonly have “fractional dimension,” a concept first introduced by the mathematician Felix Hausdorff in 1918
- FRACTAL中文 (简体)翻译：剑桥词典 - Cambridge Dictionary
FRACTAL翻译：分形，碎形（数学里，利用简单的形状，将其不断重复，每次重复都把形状缩小，如此构成的复杂的不规则线条或图案）。
- 分形（Fractal）及分形维数（Fractal dimension）-CSDN博客
分数维数（fractional dimension）或分形维数（fractal dimension）的基本概念在数学中有着悠久的历史，可以追溯到 1600 年代，但术语分形和分形维数是由数学家 Benoit Mandelbrot 在 1975 年创造的。
- What are Fractals? - Fractal Foundation
These phenomena are often described by fractal mathematics, which captures the infinite complexity of nature Many natural objects exhibit fractal properties, including landscapes, clouds, trees, organs, rivers etc, and many of the systems in which we live exhibit complex, chaotic behavior
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