- A
two-dimensional
space is a
mathematical space with
two dimensions,
meaning points have
two degrees of freedom:
their locations can be
locally described...
- four-dimensional
space but not the one that was
found necessary to
describe electromagnetism. The four
dimensions (4D)
of spacetime consist of events that...
-
emerged in the 19th century. The
general concept of
Euclidean space with any
number of dimensions was
fully developed by the
Swiss mathematician Ludwig Schläfli...
- five-dimensional
space is a
space with five
dimensions. In mathematics, a
sequence of N
numbers can
represent a
location in an N-dimensional
space. If interpreted...
- In geometry, a three-dimensional
space (3D
space, 3-
space or, rarely, tri-dimensional
space) is a
mathematical space in
which three values (coordinates)...
- and chemistry, a
space group is the
symmetry group of a
repeating pattern in
space,
usually in
three dimensions. The
elements of a
space group (its symmetry...
-
multiplied with
elements of F {\displaystyle F} to
obtain the
desired F {\displaystyle F} -vector
space. An
important result about dimensions is
given by the rank–nullity...
-
two space dimensions and one time dimension, but it can be
generalized to any
number of dimensions. Indeed,
hyperbolic space can have more than
two dimensions...
- Six-dimensional
space is any
space that has six
dimensions, six
degrees of freedom, and that
needs six
pieces of data, or coordinates, to
specify a location...
- three-dimensional
space in
higher dimensions. In the
context of physics the
tangent space to a
manifold at a
point can be
viewed as the
space of possible velocities...
