- dimension, the
Minkowski sum of line
segments forms a
polytope known as a
zonotope. The
original motivation for
studying zonohedra is that the
Voronoi diagram...
- producer. They
began releasing music in 2009, with
their first projects being Zonotope™ and the
noise music project Diane Kensington Devotional Band. They subsequently...
- are
zonotopes.
Another 34, or
twice 17, are
Minkowski sums of
zonotopes with the 24-cell,
itself the
simplest parallelotope that is not a
zonotope. Seventeen...
-
perpendicular unit-length line segments, and is
therefore an
example of a
zonotope. The 1-skeleton of a
hypercube is a
hypercube graph. A unit
hypercube of...
- demitesseract, with
three families of
truncated octahedral cells. It is also a
zonotope: it can be
formed as the
Minkowski sum of the six line
segments connecting...
-
domain Epigraph Hypograph John
ellipsoid Lens
Radial set/Algebraic
interior Zonotope Series Convex series related ((cs, lcs)-closed, (cs, bcs)-complete, (lower)...
- however,
there exist parallelopes that are not
zonotopes. See e.g. Shephard, G. C. (1974). "Space-filling
zonotopes". Mathematika. 21 (2): 261–269. doi:10...
- is an
example of a parallelotope, the
simplest one that is not also a
zonotope. The 24-cell
incorporates the
geometries of
every convex regular polytope...
-
Spheroid Ellipsoid Hyperboloid Paraboloid Cone
Torus Root
system Similarity Zonotope Projective geometry Arc (projective geometry) Desargues'
theorem Girard...
- distance) by a
zonotope, a
convex polytope formed from the
Minkowski sum of
finitely many line segments. In particular,
every zonotope is a zonoid. Approximating...
