For idealized spatial superpositions, the CSL-to-DP contrast-loss ratio cancels mass and time exactly, leaving only geometry, and the point-particle CSL kernel is shown to be reproducible by random unitary kicks.
In particular, for a fixed normalized spherical profile, the ratio is independent of the total particle massm, the overall density scale, and the interrogation timeτ
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Geometry-Only CSL/DP Ratios and the Nonuniqueness of Decoherence Kernels
For idealized spatial superpositions, the CSL-to-DP contrast-loss ratio cancels mass and time exactly, leaving only geometry, and the point-particle CSL kernel is shown to be reproducible by random unitary kicks.