The phrase "adequate number of samples" is correct and usable in written English.
It can be used when discussing the sufficiency of samples in research, experiments, or data collection.
Example: "To ensure the validity of our findings, we need to collect an adequate number of samples from diverse populations."
Alternatives: "sufficient number of samples" or "appropriate number of samples".
In order to define an adequate number of samples, the statistical procedure of DOE was applied.
To adapt this algorithm for gene expression analysis, we inverted the original question here by asking, "in how many samples from the same body part is a gene X expressed above a fixed cut-off threshold?" Since the index is determined as a robust proportion of outlying samples, we assume that every gene is represented by an adequate number of samples.
We currently do not possess an adequate number of samples collected in the United States to determine if peregrine falcons (i.e., anatum) show a similar lack of population breeding structure south of the Canadian and U.S. border (e.g., continental U.S). and whether contemporary gene flow exists throughout their latitudinal distribution.
This was done with the purpose of having an adequate number of samples for statistical analysis.
Even if these results are corroborated with an adequate number of samples, general biological inferences cannot be done with such small number of (related) genes.
Before analysis the data was decimated by a factor of 25 – this was necessary to ensure an adequate number of samples for the analysis of very low frequencies.
With respect to the curves of AF release rate, care should be taken to have an adequate number of sampling points early in the generation of curve (two to three sampling events each week for the first two weeks) to accurately capture the shape of the curve during this highly dynamic period.
To deal with the uncertainty of natural inflows, Latin hypercube sampling is implemented to provide an adequate number of sampling scenarios efficiently, and Cholesky decomposition is introduced to describe the correlated natural inflows among cascaded stations.
It is assumed that the findings of this study can be generalized because of the representative nature of study participants (random sampling) and adequate number of sample size.
Children younger than 5 years, adults ≥60 years of age, non-Hispanic blacks, and Mexican Americans were oversampled to allow an adequate number of sample persons in these demographic groups from which population-based estimates could be derived.
