by Saad Aldarbi
ABSTRACT
Organic Mathematics (OM) is designed to model the dynamic, feedback-driven nature of organic systems. OM provides a semantic framework for representing interdependence, contextual variability, and emergence. It departs from linear formulations and input-output computation by introducing a framework tailored to the adaptive and cyclical patterns observed in complex systems. OM enables a structured, yet flexible representation of processes that evolve through mutual influence and shifting context. By offeringa concise language for articulating such dynamics, OM transforms the study of organic complexity from descriptive approximation to formal expression—providing researchers with new tools for exploring the logic embedded in living systems.
