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March 3, 20260 citationsOpen Access

Bubble Theory: A Deterministic Field Model for Emergent Quantum-Like Phenomena

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PMPeter Marchl

Key Points

  • Emergent quantum-like phenomena arise from classical soliton dynamics and deterministic field models, indicating new physics concepts.
  • The linear mode spectrum and threshold dynamics suggest a fundamental link between probabilities and particle events, enhancing theoretical understanding.
  • Analysis through numerical simulations reveals the behavior of bubble motion and detector responses, reinforcing the model's validity in practical contexts.
  • The proposed framework opens pathways for exploring multi-field systems and higher-dimensional geometries, inspiring future innovations in theoretical physics.

Abstract

This document presents the first complete technical formulation of the Bubble Theory, a deterministic field model in which particle‑like events, probabilities, and measurement collapse emerge from classical soliton dynamics. The monograph introduces the static bubble solution, derives the linear mode spectrum, defines a modal detector model, and demonstrates how discrete events and Born‑like statistics arise from threshold dynamics. Numerical simulations of bubble motion, collisions, and detector responses are included. This version establishes the foundational framework for future extensions toward multi‑field systems, spin‑like degrees of freedom, and higher‑dimensional geometries.

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Cite This Study

Peter Marchl (2026) studied this question.

synapsesocial.com/papers/69a75c8ac6e9836116a257e8https://doi.org/10.5281/zenodo.18395717
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