Informational Topology in de Sitter Space: A Lemma and an Open Problem
收藏Zenodo2026-03-02 更新2026-06-05 收录
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https://zenodo.org/doi/10.5281/zenodo.18832346
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A rigorous lemma on the kernel of the BKM informational metric in even-dimensional de Sitter space, showing it is one-dimensional and generated by the Euler variation. Topology is informationally invisible to local perturbations. A conjecture connects the Murray–von Neumann dimension of the modular kernel to the Euler characteristic. Complete boundary term analysis via Iyer–Wald formalism and Chern transgression is included in Appendix A.
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2026-03-02
