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ETH Zurich - D-MATH - Education - Bachelor - Lecture Homepages - Herbstsemester 2011 - For D-MATH - Introduction to knot theory - Exercises 

Exercises

Brochure BSc Mathematik

Brochure RW/CSE

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Fragen zu den Aufgaben bitte an: akveld@math.ethz.ch

Office hours during the holidays: Tuesday the 3rd, 10th and 24th of January, 14:00. Please let me know per mail if you are coming and what you want to discuss.

Note: The exercise sheets are an integral part of the course and will be part of the exam.

Bibliography Knot Table Amphichirality Unknottingnumber Wildknot PLknot Jones(Hopf link) Jones(figure eight) Tabel of Jones polynomials Surface with boundary (= trefoil) Triangulation of a torus Homeomorphic but not isotopic 3 Triangulations Adding vertices Adding pairs of vertices and edges Adding remaining edges Surfaces for knots Surface for a link Discs and bands Figure eight knot and Seifert circles Seifert surface for figure eight knot Talk Eleni Panagiotou, 29.11.2011 Example to calculate a Seifert matrix nested Seifert circles Proposition 2

Exercise sheets and Sketches of Solutions

Exercisesheet 1 Exercisesheet 2 Exercisesheet 3 Exercisesheet 4 Exercisesheet 5 Exercisesheet 6 Exercisesheet 7 Exercisesheet 8

Sketch of solutions 1 Sketch of solutions 3 Sketch of solutions 4_I, Sketch of solutions 4_II

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