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formula Devign: mathematical foundations of coherence in modern physics

Authors: Bourguignon, Marco;

formula Devign: mathematical foundations of coherence in modern physics

Abstract

The Formula Devign is a hypothetical approach to describing physical structures based on coherent state continuation, synchronization dynamics, and quantized coupling relationships. The model examines whether central phenomena of modern physics – including time dilation, Lorentz structure, quantization, entropy, field interactions, and various quantum mechanical effects – can be interpreted as consequences of a globally coherent continuation structure. Established experimental results and known mathematical relationships are not replaced but reinterpreted and derived within an alternative conceptual framework. Particular attention is paid to the derivation of relativistic effects from limited continuation capacity, the description of coherent state couplings, as well as the role of synchronization and decoherence in physical systems.

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