Deriving Einstein's Field Equations from Loop Quantum Gravity Theory
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2025
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| author | ZHOU, changzheng 周, 子清 |
| author_facet | ZHOU, changzheng 周, 子清 |
| contents | <p>本文探讨了如何从 Loop Quan<br>tum Gravity (LQG) 理论推导出爱因斯坦的场方程。Loop Quantum Gravity 是一种试图<br>将广义相对论与量子力学统一起来的理论,其核心思想是离散<br>时空和使用自旋网络来描述量子态。本文<br>结合了分形几何和非交换几何<br>等数学工具,详细介绍了从环<br>量子引力的离散时空结构过渡到经典广义相对论<br>的连续时空结构的过程,最终推导出爱因斯坦的场方程。本文通过引入<br>分形曲率和分形路径积分等概念,为环量子引力理论提供了新的数学<br>工具和视角,进一步推动了量子引力理论<br>的发展</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_14890110 |
| institution | Zenodo |
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| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Deriving Einstein's Field Equations from Loop Quantum Gravity Theory ZHOU, changzheng 周, 子清 Loop quantum gravity, Einstein's field equations, fractal geometry, spin networks, Hamiltonian constraints, semiclassical limit, discrete curvature, continuous cur vature <p>本文探讨了如何从 Loop Quan<br>tum Gravity (LQG) 理论推导出爱因斯坦的场方程。Loop Quantum Gravity 是一种试图<br>将广义相对论与量子力学统一起来的理论,其核心思想是离散<br>时空和使用自旋网络来描述量子态。本文<br>结合了分形几何和非交换几何<br>等数学工具,详细介绍了从环<br>量子引力的离散时空结构过渡到经典广义相对论<br>的连续时空结构的过程,最终推导出爱因斯坦的场方程。本文通过引入<br>分形曲率和分形路径积分等概念,为环量子引力理论提供了新的数学<br>工具和视角,进一步推动了量子引力理论<br>的发展</p> |
| title | Deriving Einstein's Field Equations from Loop Quantum Gravity Theory |
| topic | Loop quantum gravity, Einstein's field equations, fractal geometry, spin networks, Hamiltonian constraints, semiclassical limit, discrete curvature, continuous cur vature |
| url | https://doi.org/10.5281/zenodo.14890110 |