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The use of a more expressive language would bring major benefits including a uniform structure for context and negation.
So that these different submission formats do not fragment the data, the information is imported from them into a relational database to be stored in a uniform structure for searching and retrieval.
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This does for inter-process communication what web browsers and web servers do for document publishing - it provides a uniform structure and systematic organization for the exchange of information that does not require synchronous communications.
As can be seen in the example in Fig. 5A, the receptive field measured in the dendritic compartment of the left VS5-cell has a rather uniform structure: it is sensitive for downward motion within a stripe of about 30 deg width and, thus, resembles most of what is expected from its sensitivity field as defined in the program code.
Wrinch noted that a fixed, uniform structure would be useful for proteins in templating their own synthesis, analogous to the Watson-Francis Crick concept of DNA templating its own replication.
Therefore, semantic metadata must have a common, uniform structure, and must be universally available for inspection, discovery and inference [ 32].
Therefore, semantic metadata must have a common, uniform structure, and must be universally available for inspection, discovery and inference.
A D-space ( X, D ) is called an LD-space if X is a uniform space and if there exists a base { V i : i ∈ I } for the uniform structure such that for each i ∈ I, the set { x ∈ X : C ∩ V i ( x ) ≠ ∅ } is a D -set whenever C ⊂ X is a D -set.
A C-space ( X, Γ ) is called an LC-space if X is a uniform space and there exists a base { V i : i ∈ I } for the uniform structure such that for each i ∈ I, { x ∈ X : C ∩ V i ( x ) ≠ ∅ } is Γ-convex whenever C ⊂ X is Γ-convex.
The inhibitor film exhibits a compact and uniform structure, which is more effective for the corroded rather than freshly prepared steel surface due to the facilitation of chemisorption.
The Fourier transform-based method, developed in [15] for calculating the response of a railway track subject to moving or stationary harmonic loads, is extended in this paper, so that it can be applied not only for conventional ballasted tracks as a uniform periodic structure, but also for tracks which, for various reasons, have been made to be a non-uniform periodic structure.
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