To summarize predictions across the three final models, we calculated median values for each pixel, and assessed uncertainty in the model outputs as the range of the medians of 10 replicate analyses for each model.
Using this model, we calculated the long-term stability of the effects of biomanipulations in a hypothetical lake.
Using HMM models, we calculated τ for different tunnels and compared the results with the τ of real termites.
In order to build four polynomial models we calculated a correlation matrix and selected the best independent variables.
Simulation of 2-step model: We calculated the release rate by numerical integration of differential equations for single and paired-pulse experiments using Igor Pro with a time interval of 0.01 ms (Figs. 1 and 2).
To examine agreement with models, we calculated intraclass correlation coefficients (ICC) and kappa statistics.
For the resulting structural model, we calculated the heterogeneous stress distribution numerically, adding tectonic loading.
For each model we calculated its model weight and used AIC [34] to identify the most parsimonious model.
Based on the best models we calculated predictive distributions to evaluate goodness-of-fit.
For every time step of the mechanistic model, we calculated a sequence of processes.
