- In geometry, a
geodesic (/ˌdʒiː.əˈdɛsɪk, -oʊ-, -ˈdiːsɪk, -zɪk/) is a
curve representing in some
sense the
locally shortest path (arc)
between two points...
- A
geodesic dome is a
hemispherical thin-s****
structure (lattice-s****)
based on a
geodesic polyhedron. The
rigid triangular elements of the dome distribute...
- A
geodesic is a
curve representing in some
sense the
shortest path
between two
points on a surface. Look up
geodesic in Wiktionary, the free dictionary...
- In
general relativity, a
geodesic generalizes the
notion of a "straight line" to
curved spacetime. Importantly, the
world line of a
particle free from...
- The
study of
geodesics on an
ellipsoid arose in
connection with
geodesy specifically with the
solution of
triangulation networks. The
figure of the Earth...
-
geodesic convexity is a
natural generalization of
convexity for sets and
functions to
Riemannian manifolds. It is
common to drop the
prefix "
geodesic"...
- geometry, the
geodesic curvature k g {\displaystyle k_{g}} of a
curve γ {\displaystyle \gamma }
measures how far the
curve is from
being a
geodesic. For example...
- A
geodesic polyhedron is a
convex polyhedron made from triangles. They
usually have
icosahedral symmetry, such that they have 6
triangles at a vertex,...
- In
general relativity,
Schwarzschild geodesics describe the
motion of test
particles in the
gravitational field of a
central fixed m**** M , {\textstyle...
-
called a
geodesic. The
geodesic deviation equation relates the
Riemann curvature tensor to the
relative acceleration of two
neighboring geodesics. In differential...
