Asymptotic and non-asymptotic estimates for multivariate Laplace integrals
arXiv:1902.06290
Abstract
We derive bilateral asymptotic as well as non-asymptotic estimates for the multivariate Laplace integrals. Possible applications: Tauberian theorems for random vectors.
References in corpus (5)
- Relations between exponential tails, moments and moment generating functions for random variables and vectors
- Vector rearrangement invariant banach spaces of random variables with exponential decreasing tails of distributions
- Non-asymptotical sharp exponential estimates for maximum distribution of discontinuous random fields
- Further examples with moments of Gamma type
- Inversion of Tchebychev-Tchernov inequality