Sentence examples for allow for describing from inspiring English sources
In some cases, the per compound PMID associations derived via MeSH annotations are categorized according to MeSH subheadings, which allow for describing particular aspects of a subject.
On the other hand, qualitative modelling frameworks such as the Boolean Networks (BNs), allow for describing large biological networks while still preserving important properties of the systems [ 2].
Existing ICF categories do not allow for describing the pain location or features of pain quality such as pressure, stabbing or rest pain at a sufficient level of detail [ 14, 15].
The data of our study should allow for describing the type, frequency, seasonal and regional distribution of medication incidents in Swiss primary care practices and for helping to identify risk factors.
ICO allows for describing, in a formal way, all the components of highly interactive (also called post-WIMP) applications.
In contrast to the shrinking core model, the volume reaction model allows for describing the decrease of the measured position of the reaction zone in good agreement with the optical and elemental analyses of the reacted adsorbent pellets.
In particular, it was shown that the selection of the suitable computational protocol allowed for describing rigorously the interactions that could take place, the solvent effects, and the structural changes for the monofunctional and the trifunctional versions.
The redundant representation of X(k) in (9), as illustrated by Fig. 2, allows for describing the microphone signals d(k) as a column vector.
By adding sustainability maturity levels as a third perspective to the resulting Sustainability Maturity Cube (Fig. 1), we offer a blueprint that allows for describing different stages of development or progress for all sustainability actions.
Thus, we know that there is a random Gaussian measure (dmathbb{Z}) on the circle which allows for describing z as a stochastic integral: mathbf{z}(x) = int_{mathbb {S}^{1}} e^{i R u cdot x },dmathbb{Z} u).
As a consequence, we know that there is a random, complex-valued Gaussian measure (dmathbb {Z}) on the circle which allows for describing z as a stochastic integral: mathbf{z}(x) = int_{mathbb {S}^{1}} e^{i R u cdot x },dmathbb{Z} u).
