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Civilisations persist by continually reorganising themselves. The unanswered question is whether conflict, crisis and systemic collapse/renewal remain the principal means through which that persistence is achieved.
The most important pattern in modern society is the one almost nobody is looking for.
Applied Field Logic proposes that persistence is not found in things, but in maintained relationships. This paper develops the mathematical foundations of that claim.
The aim of Applied Field Logic is to provide a common mathematical language for describing (ie systemic) patterns of organised persistence.
There is no final closure. No permanent certainty. No government that fixes everything forever. There are only systems that adapt well and systems that adapt badly.
The drone is only the visible object. The real event is the combinatorial explosion of sensors, signals, decisions, delays, targets, countermeasures, and feedback loops.