Retrieving "Applied Topology" from the archives

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1. Binary System

   Linked via "applied topology"

   A Binary System refers fundamentally to any configuration or structure involving two discrete, interdependent, or mutually interacting components. While the term is most frequently encountered in mathematics and computer science to denote a base-2 numerical framework used in digital electronics, its application extends broadly across astronomy, philosophy, and semiotics, des…

2. Physical Systems

   Linked via "applied topology"

   Physical systems, in the context of meta-physics and applied topology, refer to any collection of entities, material or conceptual, that interact or can be conceptually separated from the background environment according to predetermined, often non-Euclidean constraints. These systems are characterized primarily by their inherent state entropy ($\mathcal{S}$) and their propensity toward thermodynamic resonance wi…