Pages that link to "Item:Q5238118"
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The following pages link to Mixed volumes and the Bochner method (Q5238118):
Displaying 23 items.
- A remark on the Alexandrov-Fenchel inequality (Q681711) (← links)
- On Hodge-Riemann relations for translation-invariant valuations (Q822710) (← links)
- Gemischte Volumina in Kanalscharen. (Mixed volumes in canal classes) (Q1119912) (← links)
- A geometric proof of some inequalities involving mixed volumes (Q1580064) (← links)
- Introduction to the combinatorial atlas (Q2105654) (← links)
- The extremals of Minkowski's quadratic inequality (Q2119905) (← links)
- Minoration via mixed volumes and Cover's problem for general channels (Q2140002) (← links)
- One more proof of the Alexandrov-Fenchel inequality (Q2331821) (← links)
- Higher Lelong numbers and convex geometry (Q2659508) (← links)
- Reverse Alexandrov–Fenchel inequalities for zonoids (Q5043839) (← links)
- Convex Bodies: Mixed Volumes and Inequalities (Q5050926) (← links)
- On mixed Hodge–Riemann relations for translation-invariant valuations and Aleksandrov–Fenchel inequalities (Q5102384) (← links)
- Concentration of the Intrinsic Volumes of a Convex Body (Q5115965) (← links)
- Log-concave poset inequalities (extended abstract) (Q6103867) (← links)
- Volumes of subset Minkowski sums and the Lyusternik region (Q6124826) (← links)
- A discrete complement of Lyapunov's inequality and its information theoretic consequences (Q6138901) (← links)
- Log-concave poset inequalities (Q6601492) (← links)
- Shephard's inequalities, Hodge-Riemann relations, and a conjecture of Fedotov (Q6608554) (← links)
- The local logarithmic Brunn-Minkowski inequality for zonoids (Q6608555) (← links)
- The support of mixed area measures involving a new class of convex bodies (Q6611760) (← links)
- Intersection theoretic inequalities via Lorentzian polynomials (Q6624802) (← links)
- Correlation inequalities for linear extensions (Q6634747) (← links)
- Equality cases of the Alexandrov-Fenchel inequality are not in the polynomial hierarchy (Q6642430) (← links)
