The Universal Topological-Energy Law of Evolution and Dynamic Stability of Systems (Ovchinnikov's Law)

Authors

DOI:

https://doi.org/10.61424/gjms.v3i1.935

Keywords:

Universal physical law, topological energy, λ-scaling, quantum-classical transition, bifurcation, defect formation, industrial physics

Abstract

This work presents a universal law governing system evolution through the dimensionless parameter . The law unifies quantum, classical, and relativistic phenomena, including - critical points  (quantum coherence),  (bifurcation),  (topological collapse). Experimental proof -Nichrome wire rupture ( ), star angle correlations in Ursa Major ( ). Applications - material defect prediction, phase transition control.

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Published

2026-07-10

How to Cite

S.V., O. (2026). The Universal Topological-Energy Law of Evolution and Dynamic Stability of Systems (Ovchinnikov’s Law). Global Journal of Mathematics and Statistics, 3(1), 19–31. https://doi.org/10.61424/gjms.v3i1.935