differentialequreging
Differentialequreging is a theoretical framework that combines differential equation models with an integrated regulatory dynamics component. It models systems in which a primary state evolves according to a differential equation while a separate regulatory module modulates inputs, parameters, or structure in response to the state. The regulatory module is itself described by a differential or hybrid equation, allowing continuous adjustment and, if needed, regime switches to reflect different operating modes.
Formally, a differentialequreging system can be described by a pair of coupled equations. The state x(t) evolves
Applications of differentialequreging span biology, for example gene regulatory networks embedded in signaling models; engineering systems
In relation to related concepts, differentialequreging sits at the intersection of differential equations, control theory, and