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A Brunn–Minkowski inequality for a Finsler–Laplacian
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Guofang Wang
Veröffentlicht/Copyright:
11. April 2011
Abstract
In this note we establish a Brunn–Minkowski inequality for the first eigenvalue of the Finsler–Laplacian.
Published Online: 2011-04-11
Published in Print: 2011-04
© by Oldenbourg Wissenschaftsverlag, Freiburg, Germany
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- A Brunn–Minkowski inequality for a Finsler–Laplacian
- Irrationality of certain infinite series II
- Elastic catenoids
- On the distribution of zeros of monic polynomials with a given uniform norm on a quasidisk
- Universal approximation by translates of fundamental solutions of elliptic equations
- Exclusion of boundary branch points for minimal surfaces
- On the uniform convergence of double sine integrals over –ℝ 2+
Artikel in diesem Heft
- A Brunn–Minkowski inequality for a Finsler–Laplacian
- Irrationality of certain infinite series II
- Elastic catenoids
- On the distribution of zeros of monic polynomials with a given uniform norm on a quasidisk
- Universal approximation by translates of fundamental solutions of elliptic equations
- Exclusion of boundary branch points for minimal surfaces
- On the uniform convergence of double sine integrals over –ℝ 2+
