System Science in Politics -- Europe and the War in Ukraine
Juergen Mimkes

TL;DR
This paper applies system science and Lagrange statistics to compare natural and social systems, analyzing phases of order and disorder, and discusses implications for peace, conflict, and the Ukraine war.
Contribution
It introduces a novel application of Lagrange statistics to political systems, drawing parallels with physical phases to explain societal states and conflicts.
Findings
Three phases of political systems: autocratic, democratic, global.
Phase diagrams illustrate transitions between societal states.
Separation by NATO suggested as a solution for Ukraine conflict.
Abstract
Peace means order, and war brings disorder and chaos to any society. But order and disorder are not only observed in wars, in many systems they are the dominant property. Understanding order and disorder enables us to understand the structure of systems. Order and disorder are also part of the Lagrange Principle, and as statistics is valid in all systems, we may regard Lagrange statistics as a mathematical basis of system science. Two systems out of natural and social science are compared: materials of trillions of atoms and politics of millions of people. Lagrange statistics leads to three phases of homogeneous systems: in materials we have the states: solid, liquid, gas, depending on two Lagrange parameters, temperature T (the mean energy of atoms) and pressure p. In politics we have three states: autocratic, democratic, global, depending on two Lagrange parameters, standard of living…
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Taxonomy
TopicsEuropean and Russian Geopolitical Military Strategies
