ligandel

Ligandel is a term used in theoretical discussions across several disciplines to denote an abstract construct that focuses on binding relationships and network cohesion. It functions as a neologism rather than a fixed technical term, and its precise meaning varies with the context.

In mathematics and theoretical computer science, ligandel describes a class of objects consisting of nodes connected by a binding operation. The operation forms composites that preserve constraints from their parts, enabling analysis of how local interactions shape global structure and how compatibility or synchronization can emerge.

In biology and chemistry, ligandel-inspired models depict sequences of ligand–receptor interactions where initial bindings influence the affinity of neighboring sites. These frameworks are used to explore propagation of signals, cooperative binding, and feedback regulation within networks of interacting molecules.

History and usage: The term has appeared in a small body of literature since the early 2020s. There is no universal definition or standard notation, and authors typically adapt the concept to fit domain-specific needs.

Related topics include network theory, binding dynamics, lattice models, and cascade models.