Fractal Geometry Help

Fractal Geometry is the study of geometric shapes divided into sections called fractals. Unlike Euclidean Geometry in which objects have integer based dimensions, Fractal Geometry provides a phenomena in which objects can have dimensions which are non-integer based. There are many real life applications to Fractal Geometry in the areas of mathematics,biology, music and more.

We provide comprehensive Fractal Geometry tutoring for students including the following Fractal Geometry topics:

  • Box Dimensions
  • Cantor Set
  • Complex Numbers
  • Fractal Analysis
  • Fractal Curves
  • Fractal Dimensions
  • Invariant Sets
  • Iterated Function System
  • Julia Sets
  • Koch Curve
  • Lorenz Model
  • L-Systems
  • Mandelbrot Set
  • Multi Dimension Fractals
  • Non Integer Dimensions
  • Sierpinski Triangles