The phrase "a reasonably small value" is correct and usable in written English.
It can be used when discussing numerical values or measurements that are considered small in a relative sense, often in contexts like mathematics, statistics, or economics.
Example: "In this experiment, we found that a reasonably small value for the variable led to more accurate results."
Alternatives: "a relatively low value" or "a modest value".
This is because the TECRΦ(k) corresponding to the correct cycle slip pair should be a reasonably small value but not necessarily the smallest.
Thus it is a reasonably small value especially for the node overlap coefficients, which is about aggregated probability of all edges incident to a node.
In order to overcome this problem, a reasonably small value of the weighting factor should be selected to achieve good performance at the expense of slow convergence rate.
Therefore it is important to have a reasonably small value of A s −1 and a large value of Ω s −1 to increase the chance of only recruiting patients to effective treatments in the final stage.
That is, if a gene has a 1.5-fold treatment-induced change, the statistical test should have a reasonably small p-value, say p ≈ 1/(# genes on the array), with a high probability (power).
A conclusion drawn from these observations is that the deviation of the model prediction from the experimental data is within a reasonably small scale, and that values of parameters D d * ¯ Open image in new window, kd, φ d burst Open image in new window, and td estimated from release profiles properly characterize the drug release dynamics of all microparticles under investigation.
Here, it can be seen that significance values converge rapidly, resulting in our example in a moderate coefficient of variation, such that in our case indeed 2,000 permutations were sufficient to estimate the actual significance value in a reasonably small confidence interval and coefficients of variation of approximately 0.1.
The results show that the value of the Peclet number, a nondimensional burning rate, is constrained to a reasonably small interval by the eigenvalue expression obtained from activation energy asymptotic analysis of the condensed-phase thermal decomposition zone.
