Fig. 6
From: Bayesian kinetic modeling for tracer-based metabolomic data
The 95% credible interval of \(\beta _{10}^{(1)} - \beta _{10}^{(2)}\) and distribution of the credible value for testing the hypothesis of \(\beta _{10}^{(1)} = \beta _{10}^{(2)}\) under the following three scenarios: (A) and (B), \(\beta _{10}^{(1)} = \beta _{10}^{(2)}\); (C) and (D), \(\beta _{10}^{(1)} - \beta _{10}^{(2)} = 0.2\); and (E) and (F), \(\beta _{10}^{(1)} - \beta _{10}^{(2)} = 0.35\). A red line indicates the true value of \(\beta _{10}^{(1)} - \beta _{10}^{(2)}\) and an orange line at zero indicates the value of \(\beta _{10}^{(1)} - \beta _{10}^{(2)}\) under the null hypothesis. Results are based on 20 simulation runs