A Fractal Object Can Be Described Using Euclidean Geometry
For instance is self-similar but not fractal because it lacks detail and is easily described in Euclidean language without a need for recursion. Here we explore the origin and meaning of this term. Fractals Smooth Surfaces And Regular Shapes Euclidean Geometry Methods Object Shapes Were Described With Equations Natural Objects Have Irregular Ppt Download Fractal geometry is a way to describe the texture of a surface. . They can be between dimensions. Are fractal and they are not easily described using the simple shapes of Euclidean geometry. 9 There are four topological dimensions in traditional Euclidean geometry. There are four that should be familiar. This property can be used to determine a fractal dimension. Fractals are natural shapes that cannot be described using Euclidean geometry. A fractal object appears geometric yet it cannot be described with ordinary Euclidean geometry. Fractal geometry lies...