The phrase "a linear space of" is correct and usable in written English.
It is typically used in mathematical contexts, particularly in linear algebra, to refer to a set of vectors that can be scaled and added together.
Example: "In this study, we will explore a linear space of functions that satisfy the given differential equation."
Alternatives: "a vector space of" or "a linear combination of".
A holographic reduction transforms the computation to matchgates by a linear transformation that maps to (a tensor product space of) a linear space of dimension 2ℓ.
Within the housing block, each unit was framed within a linear space of multiple programs, while the other linear orientation would then be composed of the same program of different units.
The chapter defines an extension of a coherent lower prevision to a linear space of previsible, not necessarily bounded random variables, and highlights that this extension still has properties similar to those of coherent lower previsions.
Our construction is based on an analysis of the generalized eigenvalue problem for the operator ∂Ax+D, acting on a linear space of polynomials of N variables, where A is an endomorphism of the Euclidean space RN and D is a second order differential operator.
be a linear space of real (complex) functions.
Let X is a linear space of a dimension d, where 2 ≤ d < ∞.
A radial SV distribution r over the CMB can be regarded as an element of a linear space M of the scalar field over a spherical surface.
In a similar manner, a horizontal core flow distribution v H just below the CMB can be regarded as an element of a linear space C of the horizontal vector field over the same spherical surface.
A linear space consisting of functions from into with semi-norm is called an admissible phase space if has the following properties.
A linear space consisting of functions from into, with seminorm, is called an admissible phase space if has the following properties.
Let (l^{2}(mathbb {Z})) be a linear space consisting of sequences ({f_{k}}_{kinmathbb {Z}}) for which sum_{k=-infty}^{+infty}|f_{k}|^{2} < +infty.
