A classical analysis proof of the ABP inequality in the plane is constructed for compactly supported C² functions and then extended to the standard form with a boundary term.
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2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
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The authors develop a logarithmic deformation theory for foliations on normal crossings varieties arising as semistable degenerations and prove that the corresponding moduli functor admits a versal hull.
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A Classical Analysis Counterpart of Viterbo's Symplectic Geometry Proof of ABP in the Plane
A classical analysis proof of the ABP inequality in the plane is constructed for compactly supported C² functions and then extended to the standard form with a boundary term.
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The logarithmic leaf complex and foliated d-semistability
The authors develop a logarithmic deformation theory for foliations on normal crossings varieties arising as semistable degenerations and prove that the corresponding moduli functor admits a versal hull.