Sentence examples for equal costs for from inspiring English sources

A policy of regulatory "pay-go" would prohibit agencies from issuing new rules, no matter how beneficial they are, unless they first identify and eliminate an existing rule that involves greater or equal costs for industry.

The latter involved tree searches in three consecutive stages of increasing computational intensity [48], conducted under equal costs for character changes and indels.

In the absence of any detailed information, an assumption was made that equal costs for an inpatient day would apply for every disease within each department.

As there is no bias in unit cost subsidies between rich and poor quintiles--namely equal treatment and equal costs for the same conditions, the variation is therefore attributed by utilization and out of pocket payment.

Until this is available it may be reasonable to assume that endovascular repair has similar cost effectiveness to open repair, a conclusion supported by some recent evidence suggesting roughly equal costs for open repair and endovascular repair over 2.5 years.

In this example it is assumed that a decision maker (that is, a given patient, physician, or health care system), has determined a fixed cost ratio expressing equal costs for false positives and false negatives, which comes down to r = 0.5.

The ordered posterior probabilities of GO term activity obtained from such inference are displayed in Figure 4. Assuming equal cost for false positives and false negatives, the Bayes optimal decision is to use probability 0.5 as lower threshold for assigning GO terms.

As in all other such studies, we assigned an equal cost for gene fusion, fission, duplication, loss, or speciation in order to avoid prior bias stemming from uncertainties relating to the relative frequency of these events [ 26] and their dependence on the particular genomes investigated [ 22, 23].

Table 1 Performance of the algorithm for equal costs of false positives and false negatives.

We used typical values, m = 5, ρ d = ρ s = 0.5, and compared for equal cost and for the empirically obtained sampling costs, c1 = 1,c2 = 4.8.

We determined the sensitivity of changes in cost and migratory connectivity by comparing our results to simulations run with an equal cost function for each region.