Unknotting problem information

problem in mathematics: Can unknots be recognized in polynomial time? (more unsolved problems in mathematics) In mathematics, the unknotting problem is...

Unknotting may refer to: Unknotting number, the minimum number of times the knot must be passed through itself to untie it Unknotting problem, a mathematical...

Intuitively, the unknot is a closed loop of rope without a knot tied into it, unknotted. To a knot theorist, an unknot is any embedded topological circle in the...

of Ravenel's conjectures in stable homotopy theory to be resolved. Unknotting problem: can unknots be recognized in polynomial time? Volume conjecture relating...

which is found in some disentanglement puzzles Human knot Tangloids Unknotting problem Unlink Horak, Matthew (2006). "Disentangling Topological Puzzles by...

Trefoil knot unknotting number 1 Figure-eight knot unknotting number 1 Cinquefoil knot unknotting number 2 Three-twist knot unknotting number 1 Stevedore...

Few Remarks, by Peter Constantin Plateau’s Problem, by Jenny Harrison and Harrison Pugh The Unknotting Problem, by Louis Kauffman How Can Cooperative Game...

understand how hard this problem really is (Hass 1998). The special case of recognizing the unknot, called the unknotting problem, is of particular interest...

to try to untangle the knot. Not all human knots are solvable (see unknotting problem) and can remain knots or may end up as two or more circles. An easy...

Temperley–Lieb algebra Thurston–Bennequin number Tricolorability Unknotting number Unknotting problem Volume conjecture Schubert's theorem Conway's theorem Alexander's...

Hermann Haken, a physicist known for laser theory and synergetics. Unknotting problem Werner Haken, Beitrag zur Kenntnis der thermoelektrischen Eigenschaften...

matter of days. Knot theory Knot (mathematics) List of prime knots Unknotting problem Hoste, Jim; Thistlethwaite, Morwen; Weeks, Jeff (1998), "The first...

special case of the double bubble conjecture, for proving that the unknotting problem is in NP, and for giving an exponential bound on the number of Reidemeister...

is equivalent in complexity to unknotting problem, the problem of testing whether a single curve in space is unknotted. Testing unknottedness (and therefore...

but the isomorphism does not preserve the triangulation. Flip graph Unknotting problem Pachner, Udo (1991), "P.L. homeomorphic manifolds are equivalent by...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

Unsolved problem in mathematics: Are there three unknotted curves, not all circles, that cannot form the Borromean rings? (more unsolved problems in mathematics)...

Lagarias, Jeffrey C. (2001), "The number of Reidemeister moves needed for unknotting", Journal of the American Mathematical Society, 14 (2): 399–428, arXiv:math/9807012...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

HOMFLY Jones Kauffman Pretzel Prime list Stick no. Tricolorability Unknotting no. and problem Notation and operations Alexander–Briggs notation Conway notation...

braid groups. The word problem is also efficiently solved via the Lawrence–Krammer representation. In addition to the word problem, there are several known...

p. 150. Kawauchi credits this result to Kondo, H. (1979), "Knots of unknotting number 1 and their Alexander polynomials", Osaka J. Math. 16: 551-559...