Robustness to outliers in location–scale parameter model using log-regularly varying distributions

In [BB], to apply Proposition 6.4, we used the fact that if η is harmonic strain field (as defined there), then ∗Dη is also a harmonic strain field, and the pointwise norm of both

Our results have been generalized in [Ho], where the limits of n-point correlation functions of the energy density are obtained, via the introduction of multipoint

This result improves the previous one obtained in [44], which gave the convergence rate O(N −1/2 ) assuming i.i.d. Introduction and main results. Sample covariance matrices

(9) Next, we will set up an aggregation-diffusion splitting scheme with the linear transport approximation as in [6] and provide the error estimate of this method.... As a future

This paper is organized as follows: Section 2 describes time and space discretiza- tions using gauge formulation, Section 3 provides error analysis and estimates for the

It has been pointed out in a couple of recent works that the weak convergence of its centered and rescaled versions in a weighted Lebesgue L p space, 1 ≤ p < ∞, considered to be

Abstract. Since its introduction, the pointwise asymptotic properties of the kernel estimator f b n of a probability density function f on R d , as well as the asymptotic behaviour

Convergence of numerical approximations of the incompressible Navier-Stokes equations with variable density and viscosity.. Nonhomogeneous viscous incompressible fluids: existence