Allometric Growth

A set of functions that can model allometric data. $f_{\gamma }(t):={\gamma }_1{t}^{{\gamma }_2}\left({\gamma }_1>0,t>0\right)$

Testing with data

The double logarithmic plot should resemble the straight line $\log \left({\gamma }_1\right)+{\gamma }_2\cdot \log (t)$

Compare with: Exponential Growth, Linear Model