Sentence examples for described appropriately from inspiring English sources

John Rupert Firth (died 1960) and his followers, sometimes referred to as the London school, were less Saussurean in their approach, but, in a general sense of the term, their approach may also be described appropriately as structural linguistics.

Mr. Berman, who was described appropriately as "one of the most vocal skeptics of shale gas economics," told me he had traveled the country giving presentations questioning some companies' claims for shale gas prospects.

Its algebraic formulation and geometric representation are analyzed with a particular perspective on the similarity in form between the yield conditions in triaxial compression and other stress states, from which it is found that there is a strong dependence of triaxial tensile strength on the compressive cohesion and strength increase in triaxial compression fails to be described appropriately.

The foregoing DLVO model could not describe the portion of the physical deposition, although the effect of ionic strength on bacterial transport could be described appropriately.

One is Diane Sollee, described appropriately by the reporter as "the ringmaster of the marriage education movement".

In contrast complex patterns composed of multiple basic shapes cannot be described appropriately by the current shape similarity measures.

This statement describes appropriately the problem of modern manufacturing processes.

A simple theoretical model is found to describe appropriately the ensemble of the reported results.

One of the main findings was that the values of the indices were higher and the number of indices required to describe appropriately the soilscape patterns was smaller at the local than at the regional scale, the relative spatial diversity being one of the most useful indices.

To describe appropriately our problems we say that a function (x: [mu,tau]rightarrow H) is a normalized piecewise continuous function on ([mu,tau]) if x is piecewise continuous and continuous on ([mu,tau]).

To describe appropriately our system (1), we say that the function u : → X is a normalized piecewise continuous function on if u is piecewise continuous and left continuous on ( σ, τ ]. We denote by P C ( , X ) the space formed by the normalized piecewise continuous functions from into X.