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One fitting hypothesis is that some cells undergo hypermitogenic cell cycle arrest, as an alternative to apoptosis, which would result in cell senescence and survival [ 29].
Details regarding data structure, model fitting, hypothesis testing, and macros to analyze the data using this method are provided in the Supplemental Material (doi 10.1289/ehp.1002453).
Details regarding data structure, model fitting, hypothesis testing, and macros to analyze the data using method 4 are provided in the Supplemental Material (doi 10.1289/ehp.1002453).
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P-values represent probability that simulated gene trees fit hypotheses as well or better than observed data.
We believe that reproducibility lies in a careful search for available data, careful scrutiny of the data themselves and neither over interpreting the data at hand nor ignoring data that do not fit hypotheses.
This is also true when comparing processed versus unprocessed antisense tRNAs, as the working hypothesis expects more cases fitting the hypothesis among processed than unprocessed antisense tRNAs.
Actually, the difference current was negative ( Fig. 2A), and fitting this hypothesis would lead to a negative estimate of PCl≈ 0.2 pl/s for nAChRs.
Based on the χ 2 value, the exact-fit hypothesis was rejected.
However, the RMSEA = 0.065, with 90 % CI = (0.056, 0.074), and pclose = 0.003, suggests reasonable fit; the close-fit hypothesis was rejected (i.e., pclose < 0.05), but the poor-fit hypothesis was rejected (i.e., upper bound <0.10).
The RMSEA = 0.068, with 90 % CI = (0.059, 0.077), and pclose = 0.001, also suggests reasonable fit, although the close-fit hypothesis was rejected (i.e., pclose < 0.05), but the poor-fit hypothesis was also rejected (i.e., upper bound of the 90 % CI < 0.10).
Finally, we applied the two-sample Kolmogorov-Smirnov goodness-of-fit hypothesis test to the data in order to evaluate the statistical significance of differences between pairs of models.
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