Example sentences of "[noun] [noun sg] [be] assumed to " in BNC.

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1 Each input data source is assumed to be characterized by an error model that represents reasonable estimates of the levels and nature of the data uncertainty thought to be present .
2 In Figure 1.2 the home country is assumed to be small while the partner country and the rest of the world is large .
3 The effect of the income tax is assumed to be to reduce post-tax income ; the effect of indirect taxes is assumed to be an increase in the consumer price .
4 In the neo-classical model , where the price level is assumed to be flexible , the price level falls from OP to OP 1 and real income remains at the full employment level , OY f .
5 In the Keynesian model , the price level is assumed to be inflexible so that the fall in aggregate demand has the effect of reducing real income to OY 1 with the price level remaining unchanged at OP .
6 None of the ‘ training officer ’ group specifically mentioned this , although formal Chief Executive/Local Authority approval is assumed to be required in all cases .
7 Thus , inequalities in health status characteristic of the earlier phases of the life cycle are assumed to be overwhelmed by the biological process of ageing .
8 The admitted fact that South America and Africa look a bit like separated pieces of a jigsaw puzzle was assumed to be just an amusing coincidence .
9 In other words , the level of government expenditure is assumed to be exogenous , i.e. given from outside the model .
10 A growth annulus is assumed to be deposited each year , and microscopic rings are thought to record the length of lunar , daily and tidal cycles .
11 With high K + solution in the bath , cell membrane voltage was assumed to be zero , and V c o m was therefore equivalent to the potential across the membrane patch in both the cell attached and inside out configurations .
12 However , in all these papers , wage determination was assumed to be exogenous .
13 The production side is assumed to be represented by an aggregate production function relating output , Y , to total ( malleable ) capital , K , and labour , L : where F is a twice differentiable increasing concave function , homogeneous of degree one .
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