homogeneous space

(redirected from Inhomogeneous space)

homogeneous space

[‚hä·mə′jē·nē·əs ′spās]
(mathematics)
A topological space having a group of transformations acting upon it, that is, a transformation group, where for any two points x and y some transformation from the group will send x to y.
References in periodicals archive ?
continuity equation for such a field, in the general case of a deforming inhomogeneous space, takes the following form
continuity equation for such a field, in a deforming inhomogeneous space, is
He considers the underlying Keller-Segel equations for chemotaxis, Navier-Stokes equations for hydrodynamics, and their many modifications and combinations in the context of inhomogeneous spaces of Besov-Sobolev type, paying special attention to mapping properties of related nonlinearities.