What this closes and does not close
holomorphic kms extension en
For an abstract holomorphic conformal net satisfying the hypotheses, the rotational KMS extension theorem is complete: there is one extension, its expectation is canonical, and both local relative-commutant mixing and thermal-sector mixing are excluded. The finite v995 computation is exactly consistent with this result. Applying it to the TFPT collar remains conditional on the continuum-net identification in the box
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documents/articles--2026-08-29--holomorphic_kms_extension_en/sections/003-section-what-this-closes-and-does-not-close.tex · lines 1 to 31
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