n.分形
fractal的复数

原形：fractal

Fractals are geometric shapes that repeat at different scales, often referred to as self-similar.
分形是几何形状，在不同尺度上重复出现，通常被称为自相似。
The branching patterns of trees and rivers can be modeled using fractal geometry.
树木和河流的分支模式可以用分形几何进行建模。
Mandelbrot set is a famous example of a fractal, formed by iterations on a complex number plane.
曼德布洛特集是一个著名的分形例子，由复数平面上的迭代形成。
The concept of fractals has been instrumental in enhancing our understanding of natural phenomena such as coastlines and weather patterns.
分形的概念在深化我们对诸如海岸线和天气模式等自然现象的理解方面发挥了重要作用。
In computer graphics, fractals are used to create realistic landscapes and textures.
在计算机图形学中，分形被用于创建逼真的景观和纹理。
Fractal dimension provides a measure of complexity for irregularly shaped objects beyond simple Euclidean dimensions.
分形维数为不规则形状物体提供了一个超越简单欧几里得维度的复杂性度量标准。
The Sierpinski Triangle is an iconic example of a fractal, where each triangle is composed of smaller copies of itself.
施瓦茨三角形是分形的一个标志性例子，其中每个三角形都由自身较小的副本组成。
Fractal analysis helps geologists study the distribution and structure of rock formations in oil reservoirs.
分形分析帮助地质学家研究油藏中岩石构造的分布和结构。
Benoit Mandelbrot's work on fractals revolutionized the field of mathematics and led to new applications across multiple disciplines.
本华·曼德博对分形的研究彻底革新了数学领域，并引领了跨多个学科的新应用。
The beauty of fractals lies in their ability to represent infinite detail and complexity within finite space.
分形之美在于它们能在有限空间内表现无限的细节和复杂性。