- Mathematica: Hands on with the basics This worksheet describes a few very basic concepts of Mathematica. The point is to get you
- The Borel Structure of the Collections of Sub-Self-Similar Sets and Super-Self-Similar Sets
- Digraph Self-Similar Sets and Aperiodic Mark McClure
- Four-coloring the US counties Mark McClure and Stan Wagon
- Parametric L-Systems and borderline A preprint version of a "Mathematical graphics" column from
- Steffen's flexible polyhedron A preprint version of a "Mathematical graphics" column from
- Bifurcation sets and critical curves A preprint version of a "Mathematical graphics" column from
- Newton's method for complex polynomials A preprint version of a "Mathematical graphics" column from
- The Read-Bajraktarevic Operator A preprint version of a "Mathematical graphics" column from
- Boundary scanning and complex dynamics A preprint version of a "Mathematical graphics" column from
- Vibration of the Koch drum A preprint version of a "Mathematical graphics" column from
- Generating GoogleTM maps A preprint version of a "Mathematical graphics" column from
- Self-Similar Structure in Hilbert's Space Filling Curve
- Getting started with Mathematica 8 The rest of this document is based on Wolfram's old "First five minutes with Mathematica" tutorial and still contains
- A Stochastic Cellular Automaton for Three-Coloring Penrose Tiles
- The Kings problem Mark McClure
- Mark McClure, Department of Mathematics, St. Olaf College, North eld, MN, USA (email: mcclure@stolaf.edu)
- Mark McClure, Department of Mathematics, Ohio State University, Columbus, OH 43210,USA (email: mcclure@math.ohio-state.edu)
- Mark McClure, Department of Mathematics, St. Olaf College, North eld, MN 55057, USA (email: mcclure@stolaf.edu)
- Generating self-affine tiles and their This preprint is an expanded version of a paper to appear in
- Getting started with Mathematica 6 or 7 This document is available in PDF and Mathematica notebook form at http://facstaff.unca.edu/mcmcclur/Mathematica/.
- Images of a vibrating Koch drum Mark McClure
- Mark McClure, Department of Mathematics, University of North Carolina at Asheville, Asheville, NC 28804, USA (email: mcmcclur@bulldog.unca.edu)
- The connected locus for complex cubic A preprint version of a "Mathematical graphics" column from
- Fractal Measures on Infinite Dimensional Sets
- DECREMENTAL TAG SYSTEMS AND RANDOM TREES PATRICK BAHLS, JOSH KNOX, AND MARK MCCLURE