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A relationship between early reflex development and estimated cell number in the adult hippocampus was indicated by simple regression analyses.
Relationships between TRF length and age were assessed by simple regression analyses, and relationships among TRF length, age and group (WS versus control) were assessed by multiple regression analyses, respectively.
Bivariate associations were first examined by simple regression analyses, extended to mutual adjustment for social and material adversity, with adversity variables introduced sequentially according to age at exposure, adding cumulative SES in a final model.
The association between preoperative knee alignment (HKA angle) and preoperative knee pain (KOOS subscale pain), and change in knee alignment with surgery (the difference between preoperative HKA angle and postoperative HKA angle) and change in knee pain over time was assessed by simple regression analyses.
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For data with multiple time points, variables were analysed by the general linear model ANOVA and simple regression analyses were carried out by standard techniques 95% confidence intervals (CT) were calculated for regression coefficient.
The linear relationship between variables was checked in separate simple regression analyses by including the quadratic term in the model.
Simple regression analyses were conducted for the effect of perceived trust on purchase intention.
The simple regression analyses provide a means of summarizing the relationship between two variables.
Algorithm coefficients have been derived from simple regression analyses between surface and space-based observations.
While meaningful relationships were not obtained from the simple regression analyses, both multiple regression analyses and the fuzzy inference system exhibited good predictive performance.
For each headache type, we plotted headache-attributed lost time (measured by HALT and treated as continuous data) against HADS-D and HADS-A scores (also continuous data), and performed simple regression analyses, calculating R2 for the linear trendlines.
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