Sentence examples for fit hypothesis from inspiring English sources

However, 14-3-3 binding to multiple peptides of different sequences is evidently the first example that closely corresponds to Koshland's original induced fit hypothesis.

If Bettman and Zins' (1979) task format congruence hypothesis (see also Vessey's, 1991, cognitive fit hypothesis) holds, we also expect participants to organize the information in a way that best suits the strategy.

Comparing the interactions of 14-3-3 14-3-3 14-3-3erent peptide sequences confirms Koshland's original induced fit hypothesis, and these comparisons provide insight regarding the degree of structural change upon binding (manuscript in preparation).

The second, the 'induced fit' hypothesis, argues that protein complexes often have different conformations from those of their unbound protein constituents because those bound conformations are 'induced' by the binding partner.

'Fit' hypotheses may have predictive power, or simplicity, or they may integrate well with existing bodies of theory.

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.

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.