Mathematical Figures Using Mathematica
by Robert M. Dickau

Fractals and chaos

• Cantor dust (about 5K)
• Julia sets (~18K)
• Another Julia set (~5K)
• Mandelbrot (and similar) sets (~35K)
• Randelbrot set (~10K)
• Menger sponge (~6K)
• Sierpinski tetrahedron (~8K)
• Newton's method (~25K)
• Variation on Newton's method (~25K)
• Chaotic magnetic-pendulum model (~10K)
• Sierpinski carpet (~6K)
• 2D L-systems (~85K)
• 3D L-systems (~65K)
• Bifurcation (~22K)
• Hénon attractor (~25K)
• The chaos game (~15K)
• Typeset fractals (~12K)
• Rössler attractor (~8K)
• Lozi attractor (~5K)

Combinatorial figures

• Catalan number diagrams (around 70K, and worth every bit)
• Permutation diagrams (~50K)
• Derangements (~25K)
• 2D shortest-path diagrams (~55K)
• 2D shortest-path diagrams, text version (~7K)
• 3D shortest-path diagrams (~32K)
• 4D shortest-path diagrams (~77K)
• 5D shortest-path diagram (~95K)
• Stirling numbers of the first kind (~17K)
• Stirling numbers of the second kind (~32K)
• Bell numbers (~32K)
• Harmonic numbers and the book-stacking problem (~16K)
• Fibonacci numbers (~20K)
• Delannoy and Motzkin numbers (~30K)
• Euler Zigzag Numbers (~36K)