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Finite samples inference and critical dimension for stochastically
  linear models

Finite samples inference and critical dimension for stochastically linear models

17 January 2022
V. Spokoiny
ArXivPDFHTML

Papers citing "Finite samples inference and critical dimension for stochastically linear models"

2 / 2 papers shown
Title
Improved dimension dependence in the Bernstein von Mises Theorem via a
  new Laplace approximation bound
Improved dimension dependence in the Bernstein von Mises Theorem via a new Laplace approximation bound
A. Katsevich
17
4
0
14 Aug 2023
Mixed Laplace approximation for marginal posterior and Bayesian
  inference in error-in-operator model
Mixed Laplace approximation for marginal posterior and Bayesian inference in error-in-operator model
V. Spokoiny
16
2
0
16 May 2023
1