- A
superellipse, also
known as a Lamé
curve after Gabriel Lamé, is a
closed curve resembling the ellipse,
retaining the
geometric features of semi-major...
- are at
least two
definitions of "squircle" in use, one
based on the
superellipse, the
other arising from work in optics. The word "squircle" is a portmanteau...
-
superegg is a
solid of
revolution obtained by
rotating an
elongated superellipse with
exponent greater than 2
around its
longest axis. It is a special...
- 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...
- The
superformula is a
generalization of the
superellipse and was
proposed by
Johan Gielis in 2003.
Gielis suggested that the
formula can be used to describe...
- 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...
-
MacAdam ellipse, an area in a
chromaticity diagram Elliptic leaf
shape Superellipse, a
geometric figure As a name, ellipse, elliptic, or
elliptical may also...
-
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...
- is a
squircle centered on the origin, and it is a
special case of a
superellipse.
Because of
Pierre de Fermat's only
surviving proof, that of the n =...
-
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...
