In this paper, we propose a novel model for remote sensing images destriping, which
includes the Schatten 1∕ 2-norm and the unidirectional first-order and high-order total …

We consider acoustic and elastic wave propagation problems in 2D unbounded domains,
reformulated in terms of space-time Boundary Integral Equations (BIEs). For their numerical …

Destriping has attracted a lot of interest in the field of remote sensing images processing.
Recent research works consider the characteristics of stripes, among which low-rankness …

The Nyström method is a convenient strategy to obtain low-rank approximations to kernel
matrices in nearly linear complexity. Existing studies typically use the method to approximate …

The adaptive cross approximation (ACA) is considered for matrix structures where error
control is lost. A weighted average form of the ACA is presented that mitigates the loss of …

The analysis of linear ill-posed problems often is carried out in function spaces using tools
from functional analysis. However, the numerical solution of these problems typically is …

We consider Fredholm integral equation of the first kind with noisy data and use Landweber-
type iterative methods as an iterative solver. We compare regularization property of …

The paper is devoted to the problem of finding bivariate tensor-product spline (or similar)
functions that approximate gridded data in the least-squares sense. We propose to apply a …

This paper deals with proposing a new efficient adaptive algorithm for the computation of
tensor SVD (t-SVD). The proposed algorithm can estimate the tubal-rank of a given third …

Many problems in science and engineering give rise to linear integral equations of the first
kind with a square integrable kernel. Discretization of the integral operator yields a matrix …