Remaining limitations of the Lean chain itself.
note carrier rigidity lean4
Calder\'on: two structural layers formalised, analytic input of the polarisation open.\ CalderonProjector proves [formula in source] , and BoundaryPolarization (v10) shows that any direct-sum decomposition [formula in source] of a [formula in source] -module produces such an idempotent via Mathlib's IsCompl.projection. What remains is the analytic Paper 1 theorem producing the boundary spectral decomposition itself —
Opening source excerpt. Formulas and the full argument remain in the original document.
Source location and explicit evidence links
documents/experiments--lean4-carrier-rigidity--note_carrier_rigidity_lean4/sections/004-section-interface-table-tfpt-paper-2-texorpdfstring-left.tex · lines 191 to 238
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