Fine-tuned chemotaxis adaptation
= Fine-tuned chemotaxis adaptation
For $\dot m=r-bm/(K+m)$ with activity $a=fm$, preserving the original output after f changes from one requires $b'=fb+(1-f)r$. This relation depends on modification capacities and is generally disrupted by changing <enzyme> abundance. It differs from output-dependent reverse modification in the <Barkai-Leibler model>.