- {\textstyle z\in [y,y']} , d ( z , Y ) ≤ K {\textstyle d(z,Y)\leq K} .
Quasigeodesic has two meanings; here we give the most common. A map f : I → Y {\displaystyle...
- the
group of quasi-isometries
which carry geodesics rays to
quasigeodesic rays.
Quasigeodesics were
first studied for
negatively curved surfaces—in particular...
- clique-width be
recognized in
polynomial time? Can one find a
simple closed quasigeodesic on a
convex polyhedron in
polynomial time? Can a
simultaneous embedding...
- In mathematics, a quasi-isometry is a
function between two
metric spaces that
respects large-scale
geometry of
these spaces and
ignores their small-scale...
-
three embedded geodesic circles). The
result can also be
extended to
quasigeodesics on a
convex polyhedron, and to
closed geodesics of
reversible Finsler...
- PP95. Perelman, G.; Petrunin, A. (1995).
Quasigeodesics and
gradient curves in
Alexandrov spaces (PDF) (Preprint)....
-
constant number of
object lengths Knot
triviality Finding a
simple closed quasigeodesic on a
convex polyhedron Determining the
winner in
parity games, in which...
- MR 2188131. S2CID 1053364. Calegari,
Danny (2006). "Universal
circles for
quasigeodesic flows".
Geometry & Topology. 10 (4): 2271–2298. arXiv:math/0406040....
- does not.
Generalizations of the star
unfolding using a
geodesic or
quasigeodesic in
place of a
single base
point have also been studied.
Another generalization...
- geodesics:
every convex polyhedron has at
least three simple closed quasigeodesics.
These are
curves that are
locally straight lines except when they p****...
