TABLE 1.
B | p value | 95.0% Confidence interval |
||
Lower bound | Upper bound | |||
Cumulative intake (calorie) | ||||
Female vs Male# | –13.234 | 0.298 | –38.542 | 12.075 |
GDX vs Sham## | 7.461 | 0.554 | –17.798 | 32.721 |
High fat diet vs Regular chow### | 56.660 | p< 0.001*** | 31.306 | 82.013 |
Body weight change (g) | ||||
Female vs Male# | –0.448 | 0.620 | –2.255 | 1.359 |
GDX vs Sham## | 0.532 | 0.556 | –1.275 | 2.339 |
High fat diet vs Regular chow### | 5.389 | p< 0.001*** | 3.582 | 7.196 |
Blood glucose change (mg/dL) | ||||
Female vs Male# | 13.141 | 0.128 | –3.915 | 30.198 |
GDX vs Sham## | 1.143 | 0.893 | –15.913 | 18.200 |
High fat diet vs Regular chow### | 37.838 | p< 0.001*** | 20.782 | 54.894 |
Fat change (g) | ||||
Female vs Male# | –2.052 | 0.012* | –3.633 | –0.471 |
GDX vs Sham## | 1.495 | 0.063 | –0.085 | 3.076 |
High fat diet vs Regular Chow### | 5.539 | p< 0.001*** | 3.958 | 7.120 |
P for the interaction of Sex and Diet | 0.226 | |||
Lean change (g) | ||||
Female vs Male# | 1.405 | p< 0.001*** | 0.828 | 1.983 |
GDX vs Sham## | –0.805 | 0.007** | –1.383 | –0.228 |
P for the interaction of Sex and GDX | p< 0.001*** | |||
High fat diet vs Regular chow### | –0.107 | 0.710 | –0.684 | 0.470 |
#Here we use male mice as reference. ##Here we use sham mice as reference. ###Here we use regular chow as reference. B stands for regression coefficients. The p value is the smallest level α0 such that we would reject the null-hypothesis at level α0 with the observed data. The confidence interval (CI) is a range of values that’s likely to include a population value with a certain degree of confidence. *p < 0.05, **p < 0.01, ***p < 0.001.