projectively's Usage Examples:

In real analysis, the projectively extended real line (also called the one-point compactification of the real line), is the extension of the set of the.

The variety V in its projective embedding is projectively normal if R is integrally closed.

in the Riemann sphere (a model of the extended complex plane) and the projectively extended real line; however, such structures do not satisfy every ordinary.

An example of a real projective line is the projectively extended real line, which is often called the projective line.

A similar but different real-line system, the projectively extended real line, does not distinguish between + ∞ {\displaystyle +\infty.

problem in mathematics: For how many points is it always possible to projectively transform the points into convex position? (more unsolved problems in.

If that motion is projectively consistent with binocular disparity, the viewer will perceive — via stereopsis —.

projectively flat manifolds, Topology and its Applications, volume 40 (1991), pp.

Lee, The Euler characteristic of projectively.

any two conic sections are projectively equivalent.

So a parabola and ellipse are the same when thought of projectively, but different when regarded.

Rather they are projectively parametrized, meaning that their preferred class of parameterizations.

Curves which are projectively equivalent have the same type, though curves of the same type are not, in general, projectively equivalent.

problems of Perles and Shephard (going back to Legendre and Steinitz) on projectively unique polyhedra.

are the same as those that have projectively flat unitary irreducible connections.

For bundles of degree 0 projectively flat connections are flat and thus.

the Glynn type hyperovals is projectively equivalent to a translation hyperoval, and the Payne hyperoval is projectively equivalent to the Subiaco hyperoval.

hexagons H ′ {\displaystyle H'} and T ( H ) {\displaystyle T(H)} are projectively equivalent, where H ′ {\displaystyle H'} is the labeled hexagon obtained.

rational cones and the connection to algebraic geometry is that they define projectively normal embeddings of toric varieties.

To extend these definitions to functions whose domain is the whole projectively extended real line, geometrical definitions using the standard unit circle.

"Almost projectively Ricci-flat manifolds" (PDF).

modular group maps the projectively extended real line one-to-one to itself, and furthermore bijectively maps the projectively extended rational line.

representation, infinite in size, is as two parallel lines stretching to (and projectively meeting at; i.