For a broad class of convex subgradient flows, the paper derives separate primal and dual gap identities that express the error exactly as Bregman divergences and localizable time-space integrals.
Maß- und Integrationstheorie , year =
4 Pith papers cite this work, alongside 17 external citations. Polarity classification is still indexing.
4
Pith papers citing it
17
external citations · Crossref
representative citing papers
Closed-form expressions are derived for the expected hyperbolic volume of the convex hull of n beta-distributed random points in the d-dimensional unit ball under the Klein model.
Introduces extended bridge functions and derives identification results for joint interventional distributions retaining proxy variables in proximal causal inference.
A shape-optimization method with outer Riemannian metrics and strain splitting simulates 2D brittle crack paths in tension and shear, matching phase-field benchmarks only roughly.
citing papers explorer
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Expected hyperbolic volumes of random beta polytopes
Closed-form expressions are derived for the expected hyperbolic volume of the convex hull of n beta-distributed random points in the d-dimensional unit ball under the Klein model.
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Identifying Interventional Joint Distributions via Extended Bridge Functions
Introduces extended bridge functions and derives identification results for joint interventional distributions retaining proxy variables in proximal causal inference.