- uses
superellipses for
letters such as o.
Thirty years later Donald Knuth would build the
ability to
choose between true
ellipses and
superellipses (both...
- more easily. One
consequence of this is that the
squircle and
other superellipses can be
scaled up or down
quite easily. This is
useful where, for example...
-
shapes in two or
three dimensions, such as circles, ellipses, squares,
superellipses, spheres, tetrahedrons, superellipsoids, etc.
Irregular three-dimensional...
-
Illustrations of unit
circles (see also
superellipse) in R 2 {\displaystyle \mathbb {R} ^{2}}
based on
different p {\displaystyle p} -norms (every vector...
-
study of
classes of ellipse-like curves, now
known as Lamé
curves or
superellipses, and
defined by the equation: | x a | n + | y b | n = 1 {\displaystyle...
- Torg. Piet Hein's
winning proposal was
based on a
superellipse. He went on to use the
superellipse in the
design of
furniture and
other artifacts. He...
- 0 , ± b ) . {\displaystyle (0,\pm b).} This is a
special case of the
superellipse, with
exponent 1. One of the five 2D
lattice types is the
rhombic lattice...
-
special case of a
Cartesian oval in
which one of the
weights is zero. A
superellipse has an
equation of the form | x a | n + | y b | n = 1 {\displaystyle...
- elsewhere: C****ini
ovals portions of some
elliptic curves Moss's egg
superellipse Cartesian oval
stadium An
ovoid is the
surface in 3-dimensional space...
-
superellipsoid (or super-ellipsoid) is a
solid whose horizontal sections are
superellipses (Lamé curves) with the same
squareness parameter ϵ 2 {\displaystyle...
