- In mathematics,
homogeneous coordinates or
projective coordinates,
introduced by
August Ferdinand Möbius in his 1827 work Der
barycentrische Calcul, are...
- In chemistry,
homogeneous catalysis is
catalysis where the
catalyst is in same
phase as reactants, prin****lly by a
soluble catalyst a in solution. In...
- In mathematics, a
homogeneous space is, very informally, a
space that
looks the same everywhere, as you move
through it, with
movement given by the action...
- In mathematics, a
homogeneous relation (also
called endorelation) on a set X is a
binary relation between X and itself, i.e. it is a
subset of the Cartesian...
-
differential equation can be
homogeneous in
either of two respects. A
first order differential equation is said to be
homogeneous if it may be
written f(x...
- In mathematics, a
homogeneous function is a
function of
several variables such that the
following holds: If each of the function's
arguments is multiplied...
- In mathematics, a
homogeneous polynomial,
sometimes called quantic in
older texts, is a
polynomial whose nonzero terms all have the same degree. For example...
-
Homogeneous system:
Homogeneous system of
linear algebraic equations System of
homogeneous differential equations System of
homogeneous first-order differential...
- isomorphism). A
homogeneous graph is a
graph that is k-
homogeneous for
every k, or
equivalently k-ultrahomogeneous for
every k. The only
finite homogeneous graphs...
-
Homogeneous broadening is a type of
emission spectrum broadening in
which all
atoms radiating from a
specific level under consideration radiate with equal...
