Adjective
relating to geometry as developed by Euclid
Source: WordNetEuclidian geometry Source: Internet
A characterization of finite dimensionality is that a Hausdorff TVS is locally compact if and only if it is finite-dimensional (therefore isomorphic to some Euclidean space). Source: Internet
A Euclidean domain is an integral domain which can be endowed with at least one Euclidean function. Source: Internet
A complex number is a constructible number if its corresponding point in the Euclidean plane is constructible from the usual x- and y-coordinate axes. Source: Internet
Affine planes Projectivization of the Euclidean plane produced the real projective plane. Source: Internet
A Klein bottle can be produced by gluing two Möbius strips together along their edges; this cannot be done in ordinary three-dimensional Euclidean space without creating self-intersections. Source: Internet