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The Beauty of Roots
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A "Littlewood polynomial" is a polynomial whose coefficients are all 1 or -1. The set of all complex roots of all Littlewood polynomials exhibits many complicated, beautiful and fascinating patterns. Some fractal regions of this set closely resemble "dragon sets" formed by iterated function systems. A heuristic argument for this is known, but no precise theorem along these lines has been proved. We invite the reader to try.
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Cited by 1 Pith paper
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Quantum topology without topology
A draft of lecture notes presenting quantum invariants as functors from diagrammatically presented categories, aiming to develop quantum topology without topological input.
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