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Bibliographische Detailangaben
1. Verfasser:	Zhang, Bo
Format:	Recurso digital
Sprache:
Veröffentlicht:	Zenodo 2025
Online-Zugang:	https://doi.org/10.5281/zenodo.18017228
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Title: Emergent Spacetime Kinematics from Quantum Interaction Limits: A Resource-Theoretic Derivation of Special Relativity Abstract: This paper provides a foundational derivation of Lorentz invariance and the Minkowski metric by treating the observer as a finite-bandwidth quantum subsystem rather than a classical reference frame. Utilizing the Holographic Shannon-Landauer (HSL) framework, the author demonstrates that the geometric properties of spacetime emerge from fundamental information-processing constraints. <div>+3</div>   Key Highlights: <ul> <li>   The Speed of Light (c): Reinterpreted as the saturation limit of causal interaction rates within the vacuum medium, where the interaction flux consumes the observer's entire quantum bandwidth. <div>+2</div>   </li> <li>   Minkowski Metric Signature: Derived from the orthogonality of internal state evolution and spatial translation generators within Hilbert space. <div>+3</div>   </li> <li>   Time Dilation: Shown to be a necessary consequence of conserving a system's total "action budget" (based on the Margolus-Levitin limit) when external spatial interactions increase. <div>+2</div>   </li> <li>   Physical Definitions: Offers new information-theoretic interpretations for Mass (internal bandwidth) and Spacetime (an emergent bookkeeping structure for information exchange). <div>+1</div>   </li> </ul> This work unifies thermodynamics, quantum information, and relativistic kinematics, suggesting that spacetime geometry is an emergent manifestation of the physical limits of observers. <div>+1</div>     Keywords: Emergent Gravity, Special Relativity, Quantum Reference Frames, Margolus-Levitin Limit, Interaction Flux, HSL Framework.

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