coordinate space

The coordinate space was positive or negative floating point numbers, specifically 2.

The box would be placed on the x-y-z coordinate space.

The benefits of a coordinated space policy are therefore important to us and have already enabled progress to be made in cooperation.

To avoid potential mapping problems, the coordinate space's zero point was placed in the center of the screen.

The primary example of such a space is the coordinate space (F).

The dimension of the coordinate space F is n, by the basis exhibited above.

By considering the coordinate space we can consider the symmetry in geometric terms.

However, it was the period after 1945 which saw important developments being made in coordinated space research in India.

A node routes a message towards a destination point in the coordinate space.

"Prime numbers define a coordinate space," said the ship.

This is naturally a right R-supermodule, called the right coordinate space.

The coordinate space F comes with a standard basis:

Addition and scalar multiplication are given as in finite coordinate space.

Coordinate space F can be equipped with the standard dot product:

"Superspace" is the coordinate space of a theory exhibiting supersymmetry.

The real coordinate space R is the prototypical n-manifold.

For example, in a coordinate space, the scalar multiplication yields .

Spatial indexes are used to allow searching on both two and three dimensional coordinates spaces.

For example, a zone in a 2d coordinate space must be either a square or rectangle and cannot be L-shaped.

Einstein's view of time requires a physical equivalence between coordinate time and coordinate space.

Local coordinate spaces are also useful for their ability to model independently transformable aspects of geometrical scenegraphs.

(This "squeezing" reflects the spreading of the free wave packet in coordinate space.)

This method makes use of data from a street geographic information system where the street network is already mapped within the geographic coordinate space.

This is exactly the Hamiltonian for the quantum harmonic oscillator, except shifted in coordinate space by .

The space described above is commonly denoted (F) and is called generalized coordinate space for the following reason.