The phrase "a continuous field of" is correct and usable in written English.
It can be used to describe an uninterrupted or ongoing area or domain of something, often in a metaphorical sense.
Example: "The artist created a continuous field of color that captivated the audience throughout the exhibition."
Alternatives: "an unbroken expanse of" or "a seamless area of".
Some parts of the globe parts of North America, in particular—seemed to be a continuous field of light.
For a continuous field of C⁎-algebras A, we give a criterion to ensure that the stable rank of A is one.
Adopting an approach rooted in ecological field theory, iLand calculates a continuous field of light availability over the landscape, with every tree represented by a mechanistically derived, size- and species-dependent pattern of light interference.
The C∗-algebra of bimodule mappings with a right adjoint is a continuous field of finite dimensional C∗-algebras over a compact Hausdorff space, whose fiber dimensions are bounded above by the index.
In the case of the category of the hermitian vector bundles over Ω the general result implies that the DR-algebra of a vector bundle is a continuous field of Cuntz algebras.
It is shown that the Doplicher Roberts algebra (DR-algebra in the following) associated to an object in the extension of a strict tensor C∗-category is a continuous field of DR-algebras coming from the initial one.
For a smooth manifold X with boundary we construct a semi-groupoid T−X and a continuous field C∗r(T−X) of C∗-algebras which extend Connes' construction of the tangent groupoid.
Other descriptions included an analysis of consciousness as a form of relationship or act of the mind toward objects in nature, and a view that consciousness was a continuous field or stream of essentially mental "sense data," roughly similar to the "ideas" of earlier empirical philosophers.
The importance of a continuous field investigation is reinforced, in light of the risk of RVF expansion to historically unaffected regions of Africa.
Moreover, Hansen et al. [7] presented a general formulation of Jensen's operator inequality for a bounded continuous field of self-adjoint operators and a unital field of positive linear mappings: f ( ∫ T ϕ t ( x t ) d μ ( t ) ) ≤ ∫ T ϕ t ( f ( x t ) ) d μ ( t ), (3).
According to the present mechanism, there is also an explanation why pulsed electromagnetic fields can be more bioactive than continuous fields of the same characteristics, or why the greatest effects of a continuous field may occur with onset or removal of exposure to this.
