A Minimal Framework for Space, Energy, and Emergence

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Autor principal: Bak, Byeong-gyu
Formato: Recurso digital
Publicado: Zenodo 2026
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author Bak, Byeong-gyu
author_facet Bak, Byeong-gyu
contents <p>We propose a minimal axiomatic framework in which physical reality</p> <p>emerges from two primitive notions: space, defined as an arbitrarily exten-</p> <p>sible vector space, and energy, defined as a discretized scalar quantity con-</p> <p>strained within that space. Vibration is defined not as temporal oscillation</p> <p>but as the enumeration of all possible energy distributions over a given spa-</p> <p>tial domain. We introduce a pre-temporal regime in which energy and space</p> <p>are independent, and define time as the periodicity of patterns arising from</p> <p>constrained energy distributions. Movement rules are specified such that en-</p> <p>ergy quanta may traverse only adjacent lattice sites within a given dimension,</p> <p>while non-adjacent transitions require the introduction of auxiliary dimen-</p> <p>sions. Collision events are treated as threshold phenomena governed by a</p> <p>single continuous function, whose critical values determine whether energy</p> <p>aggregates, redistributes, or becomes spatially bound. This framework is in-</p> <p>tended as a conceptual scaffold for future formalization and simulation.</p>
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spellingShingle A Minimal Framework for Space, Energy, and Emergence
Bak, Byeong-gyu
<p>We propose a minimal axiomatic framework in which physical reality</p> <p>emerges from two primitive notions: space, defined as an arbitrarily exten-</p> <p>sible vector space, and energy, defined as a discretized scalar quantity con-</p> <p>strained within that space. Vibration is defined not as temporal oscillation</p> <p>but as the enumeration of all possible energy distributions over a given spa-</p> <p>tial domain. We introduce a pre-temporal regime in which energy and space</p> <p>are independent, and define time as the periodicity of patterns arising from</p> <p>constrained energy distributions. Movement rules are specified such that en-</p> <p>ergy quanta may traverse only adjacent lattice sites within a given dimension,</p> <p>while non-adjacent transitions require the introduction of auxiliary dimen-</p> <p>sions. Collision events are treated as threshold phenomena governed by a</p> <p>single continuous function, whose critical values determine whether energy</p> <p>aggregates, redistributes, or becomes spatially bound. This framework is in-</p> <p>tended as a conceptual scaffold for future formalization and simulation.</p>
title A Minimal Framework for Space, Energy, and Emergence
url https://doi.org/10.5281/zenodo.19204643