Refines Brendle's ABP contact-set argument to prove Michael-Simon inequalities with lower-order terms for submanifolds in nonnegative-curvature manifolds under volume noncollapsing, plus an ABP proof of Varopoulos' L1-Sobolev inequality.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Microscopic calculations yield angular momentum distributions in fission fragments with sawtooth patterns and isobaric dependence that match experimental photon multiplicities without adjustable parameters.
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Sobolev and Michael-Simon inequalities via the ABP method beyond Euclidean volume growth
Refines Brendle's ABP contact-set argument to prove Michael-Simon inequalities with lower-order terms for submanifolds in nonnegative-curvature manifolds under volume noncollapsing, plus an ABP proof of Varopoulos' L1-Sobolev inequality.
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Narrowing the Gap Between Theory and Evaluations: Angular Momentum Distributions in Fission Fragments
Microscopic calculations yield angular momentum distributions in fission fragments with sawtooth patterns and isobaric dependence that match experimental photon multiplicities without adjustable parameters.