-
integer points in a
polyhedral cone and that a
surface witnessing the
unknottedness of a
curve (if it exists) can
always be
found on one of the extreme...
- 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...
-
Unknotting may
refer to:
Unknotting number, the
minimum number of
times the knot must be p****ed
through itself to
untie it
Unknotting problem, a mathematical...
- In the
mathematical area of knot theory, the
unknotting number of a knot is the
minimum number of
times the knot must be p****ed
through itself (crossing...
- {\displaystyle S^{3},} the three-dimensional sphere. Now find a
compact unknotted solid torus T 1 {\displaystyle T_{1}}
inside the sphere. (A
solid torus...
- and
cannot be
separated from each other, but that
break apart into two
unknotted and
unlinked loops when any one of the
three is cut or removed. Most commonly...
- coefficients. Furthermore, each
component of the link can be ****umed to be
unknotted. The
theorem was
proved in the
early 1960s by W. B. R.
Lickorish and Andrew...
- or add a
component with
surgery coefficient infinity 2)
twist along an
unknotted component and
modify surgery coefficients appropriately (this is called...
- trusted.
Everything depends on what they decide. The
movie shows men in
unknotted ties and shirt-sleeves,
grasping coffee cups or
whiskey gl****es and trying...
- that three-dimensional
smooth curves with
small total curvature must be
unknotted. The
theorem was
proved independently by Fáry in 1949 and
Milnor in 1950...
