Rotational epi-symmetrization maximizes best outer-linearization approximations for monotone concave functionals on coercive convex functions.
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math.FA 2years
2026 2verdicts
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Defines canonical Blaschke operations on log-concave functions and derives associated affine isoperimetric inequalities plus Kneser-Süss-type results.
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Generalized outer linearizations and extremal properties of rotational epi-symmetrizations
Rotational epi-symmetrization maximizes best outer-linearization approximations for monotone concave functionals on coercive convex functions.
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Blaschke operations on log-concave functions and affine isoperimetric inequalities
Defines canonical Blaschke operations on log-concave functions and derives associated affine isoperimetric inequalities plus Kneser-Süss-type results.