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|A collection of essays and illustrations: pentagonal tilings, infinity (Cantor's theory of transfinite numbers), rotations of the dodecahedron, Archimedean solids, the fourth dimension (regular polytopes), Gödel's proof and the halting problem, and two famous equations (e^(i*pi) = -1 and the Riemann zeta function).|
|Resource Types:||Graphics, Articles|
|Math Topics:||Group Theory, Logarithms, Imaginary/Complex Numbers, Infinity, e, Pi, Differentiation, Algorithms, Higher-Dimensional Geometry, Symmetry/Tessellations, Axiomatic Systems, Analytic Number Theory, Trigonometry, Computer Science|
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