Sentence examples for quantity sought from inspiring English sources

A typical feature of inverse problems is that they are ill-posed and a unique solution may not exist and small errors in the data may cause prohibitively large variations in the estimations of the quantity sought.

The reason being that the quantity sought is limited by the disposable income directed towards out-of-pocket health expenditure or by limits to the government budget that is allocated to health care.

A challenge arises in that it is not the total residual confounding in Model 1 (the quantity being sought) that is amplified in Model 2, only the fraction of that residual confounding that remains after introduction of the introduced variable.

48 Although substrate 73 could be produced in multigram quantities, we sought to decrease further the number of equivalents of 73 such that greater quantities of 75 could be produced.

Small quantities were sought for around the liver or spleen surface and in the Morrison's pouch [ 26].

The superior end of the right paracolic gutter and the pelvis were carefully assessed at US. Small quantities were sought for around the liver or spleen surface and in the Morrison's pouch [ 26].

With a short growing season and a limited range of elevations at which livestock can graze, pastoralists practised well-defined movement, tracking the changing seasonal and spatial variability of resource quality and quantity and seeking to overcome unpredictable events such as drought, snow disasters and predation (Schaller 1998; Hagalia 2004).

The sought quantity was the time when the deflection of the beam exceeded 225 mm.

The goal of the technique based on the statistical (Bayesian) approach to solution of inverse problems is construction of probability distribution for a sought quantity throughout the interval of the studied heights.

It should be noted that the gas temperature at the bottom hole (at r = rw) in the problem formulation used is a sought quantity determined in the course of solving the problem, and Equation 2 is a quasi-linear hyperbolic equation of the first order.

The completeness of the returned data was investigated by each resource item and expressed as a percentage of the number of responses divided by the total number of 18 possible responses which reflected the quantity of data sought from participating centres.