Knot On Back Left Shoulder Blade Thanks What are the main topics in knot theory Could you provide me an example of a typical problem in knot theory so that I can really understand what knot theory as a branch of study is
Oct 20 2011 nbsp 0183 32 See also the blog post How can I draw a knot in TeX I need to use TikZ to draw some knot braid diagrams These will be built from families of curves which appear to cross Sep 18 2025 nbsp 0183 32 The complement of the open solid torus is known as a knot exterior The homotopy equivalence between knot exteriors and knot complements is an important observation in basic
Knot On Back Left Shoulder Blade
Knot On Back Left Shoulder Blade
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Sep 8 2015 nbsp 0183 32 In the tame case the three standard equivalent definitions of knot equivalence are 1 Locally flat isotopy This is an isotopy of the emvedding of your knot that extends to an Oct 24 2024 nbsp 0183 32 I have the difficulty to understand the knot group of the 2 component link in mathbb R 3 especially it is not commutitive Let l l 1 cup l 2 be the union of two
Jun 20 2017 nbsp 0183 32 Since knot groups are infinite the linear representation theory tends to be rather complicated however One application of representations of a knot group is to twist the chain Oct 30 2010 nbsp 0183 32 Is there a good quick introduction to knot theory I am relatively mathematically savvy so any level is appreciated
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Apr 18 2014 nbsp 0183 32 A knot and its mirror image are not always the same but when it comes to knot tables most people do not bother drawing both I believe this is just for space and the fact that May 19 2014 nbsp 0183 32 It is well known that the first homology group of a knot complement mathbb R setminus K is isomorphic to the integers mathbb Z which can also be computed
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