Sentence examples for well-known formulation from inspiring English sources

In nineteenth century Australia, colonial society was based on a patriarchal social order in which women were reduced to one of two stereotypes: either "damned whores" or "God's police", to use Anne Summers' well-known formulation.

Indeed, just this week Sir Christopher Meyer, the former British Ambassador to the United States, was on BBC News talking about working with Assad to defeat IS because the Syrian President is, in the well-known formulation, the "lesser evil".

Since no well-known formulation has been established for third line therapy of H. pylori infection, different antimicrobial agents were examined, accordingly [ 57, 58].

In these instances, one of Wilson's less well-known formulations in "The Wound and the Bow" is more relevant.

Some well-known formulations of this relaxed problem rely on linear programming (LP), which have produced good results [6, 7].

Although several measurement-based dynamic load models have been proposed in the literature, still most network utilities and system operators take advantage of well-known formulations such as the polynomial and the exponential recovery models.

Relations for stationary and non-stationary polarization measurements and for the potential dependency of the data of the adsorbed hydrogen are derived from well-known formulations for the mechanisms of cathodic hydrogen evolution.

In an attempt to find the reasons for these differences, the linear bifurcation buckling behavior of laminated cylindrical shells was examined via two well-known formulations, with u v w and w–F as the unknowns.

This includes an engaging discussion of the well-known formulations about "food-miles": Importing seasonally grown vegetables may be less environmentally damaging than the unseasonal, energy-subsidized, local production of those same foods.

One dimensional consolidation and creep of these silts can be modelled successfully by the well-known Janbu formulation.

The well-known variational formulation for the total dissipated power, due to Needleman and Rice, provides the formal basis for our two-dimensional simulations.