2 problems

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Conjecture on piecewise-flat approximations and the curved Born rule
Let $\Sigma$ be an arbitrary Cauchy surface, and suppose it is approximated by a surface that is piecewise flat but non-horizontal. Piecewise-flat approximation conjecture. Such an…
Conjectureopenborn-rule quantum-measurement relativistic-quantum-theoryarXiv posted 2 days ago
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Conjecture on the irrelevance of double detections for the curved Born rule
Let $P_\ell\subseteq\Sigma$ be a portion of a Cauchy surface approximated by detector regions $B_{k\ell}$ on horizontal pieces $B_k$ , and let $p_\ell$ be the limiting probability o…
Conjectureopenborn-rule quantum-mechanics relativistic-quantum-theoryarXiv posted 2 days ago

Conjecture on piecewise-flat approximations and the curved Born rule