Pages that link to "Item:Q4895405"
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The following pages link to Simple valuations on convex bodies (Q4895405):
Displaying 27 items.
- A valuation-theoretic approach to translative-equidecomposability (Q284866) (← links)
- The Steiner formula for Minkowski valuations (Q438177) (← links)
- A Fourier-type transform on translation-invariant valuations on convex sets (Q532583) (← links)
- Absolute continuity for curvature measures of convex sets. III (Q696845) (← links)
- On P. McMullen's conjecture on translation invariant valuations (Q1590056) (← links)
- Kinematic formulas for tensor valuations (Q1703669) (← links)
- Integral geometry under \(G_2\) and \(Spin(7)\) (Q1758912) (← links)
- Valuations on polytopes containing the origin in their interiors (Q1851240) (← links)
- Projection bodies and valuations (Q1865281) (← links)
- An Euler relation for valuations on polytopes (Q1960917) (← links)
- Kotrbatý's theorem on valuations and geometric inequalities for convex bodies (Q2143238) (← links)
- Valuation theory of indefinite orthogonal groups (Q2363164) (← links)
- On extendability by continuity of valuations on convex polytopes (Q2445924) (← links)
- The Hadwiger theorem on convex functions. IV: The Klain approach (Q2679888) (← links)
- Characterizing the mixed volume (Q3096809) (← links)
- Even valuations on convex bodies (Q4700121) (← links)
- Valuations on Convex Bodies: The Classical Basic Facts (Q5275811) (← links)
- Structures on Valuations (Q5275813) (← links)
- Minkowski valuations (Q5461382) (← links)
- A hierarchy of simple valuations in \(\mathbb{R}^3\) (Q5929641) (← links)
- Geometric valuation theory (Q6064556) (← links)
- Groups of convex bodies (Q6112059) (← links)
- Quasianalyticity, uncertainty, and integral transforms on higher Grassmannians (Q6147093) (← links)
- Asymptotic geometric analysis: achievements and perspective (Q6608541) (← links)
- Valuations on convex bodies and functions (Q6612727) (← links)
- Mini-workshop: Positivity and inequalities in convex and complex geometry. Abstracts from the mini-workshop held October 29 -- November 3, 2023 (Q6613395) (← links)
- The Fourier transform on valuations is the Fourier transform (Q6658230) (← links)
