Elements of Knot Theory

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MATH 221 or MATH 354 or MATH 355 Description: Introduction to the mathematical theory of knots. Techniques to distinguish knots from one another, Reidemeister moves, mod-p colorings, knot determinants, knot polynomials, Seifert surfaces, Euler characteristic, knot groups, and untying knots in four dimensions. We will also discuss open problems in knot theory. Course URL: math.rice.edu→MATH 304→unlocks 0 courses

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