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Die Vierer- und Sechsergeometrie gehören zu demselben Überlagerungsproblem

TFPT Gesamtsynthese 2026-09-28

Zunächst lässt sich die bisher numerische Fuchs-Monodromie analytisch schließen. Das ursprüngliche System aus v117 ist [formula in source] , mit Die Substitution [formula in source] , [formula in source] liefert exakt und Die lokalen Exponenten bei [formula in source] sind somit [formula in source] , [formula in source] und [formula in source] .

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documents/tfpt_explorer--docs--session-2026-09-28--TFPT_Gesamtsynthese_2026-09-28/sections/004-subsection-auch-die-skalen-besitzen-einen-gemeinsamen-va.tex · lines 203 to 327

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  • explicit script identifier v117_monodromy_weyl_a3.py

    literal short identifier uniquely resolves in local script registry

  • cross reference join tfpt_readouts_extension.wl

    TeX and evidence source explicitly name the same Python identifier; statement equivalence not inferred

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