An Inequality for Moments of Log-Concave Functions on Gaussian Random Vectors | Academic Article individual record
abstract

© Springer International Publishing AG 2017. We prove sharp moment inequalities for log-concave and log-convex functions, on Gaussian random vectors. As an application we take a reverse form of the classical logarithmic Sobolev inequality, in the case where the function is log-concave.

author list (cited authors)
Dafnis, N., & Paouris, G.
publication date
2017
keywords
  • Math.pr