Reversible Hill equation

ID: reversible-hill-equation

The **Reversible Hill equation** is a mathematical representation used to describe the binding of ligands to macromolecules, particularly in the context of enzyme kinetics and receptor-ligand interactions. It is an extension of the Hill equation, which is commonly used to model cooperative binding. The reversible Hill equation takes into account the ability of the binding process to reach equilibrium and also the reversibility of ligand binding.

New to topics? Read the docs here!