The phrase "a proportion equal to" is correct and usable in written English.
It can be used when discussing mathematical relationships or comparisons between quantities that are the same or equivalent in value.
Example: "The recipe calls for a proportion equal to two parts flour for every one part sugar."
Alternatives: "a ratio equivalent to" or "a fraction that matches".
But Planck's suggestion was that if black bodies only exchange energy with the radiation field in a proportion equal to hν that problem would disappear.
Moreover, the results of this study show that differences in allele substitution effects across populations reduce the accuracy of across-population genomic prediction, with a proportion equal to the correlation between allele substitution effects across populations.
However, our extreme scenario (which assumes that all 73 symptomatic contacts were infected) provides the minimal positivity rate on day 8, and testing of all 73 on day 8 could only have found a proportion equal to or greater than our 8% estimate.
To remain the effective proportion equal to that without weighting, the sensitivity and specificity have to be equal (see the Discussion section for the derivation).
Crucially, to preserve a most realistic probabilistic scenario, in all conditions we ensured that, across trials, the least probable gamble outcomes would occur in a proportion equal or inferior to 50% (OP = 47%; IF and OF = 50%; IP = 42%).
With HAP2 this proportion equaled to 60% and with NM only to 30.5%.
Nevertheless, it was possible to capture a majority of the taxa when sequencing the same samples at five times shallower coverage, in proportions equal to those resulting from the deeper half-plate samplings.
Taking into account the marker gaps, these proportions equal to coverage of 40 and 8%, with the respective r limits.
The posterior probability is obtained by Bayesian averaging (infinite mixture) of all possible Poisson distributions with mixing proportions equal to the posteriors under the flat prior.
p y | x) is computed by infinite mixture of all possible Poisson distributions with mixing proportions equal to the posteriors under the flat prior over λ.
Multiplying by a constant does not change the choice for c *: (9) J ″ c = TP c × (1 − P ) + TN c × P. It can be easily seen that Equation 5 is equal to Equation 9 when r = (1 - P .2 Consequently, Youden's J can be interpreted as a decision theoretic approach which uses a cost ratio equal to the proportion of healthy persons in the population (also see, e.g., [ 9], p. 572, or [ 10], p. 8).
