activity
20002025
most citedConstructive Function Theory on Sets of the Complex Plane through Potential Theory and Geometric Function Theory

11 citations · 17 across the 14 of their papers we have counts for

collaborators

17 papers

cond-mat.mes-hall2025

Changes in the coercivity fields of magnetoresistance hysteresis loops under the influence of a spin-polarized current

E. Yu. Beliayev, I. G. Mirzoiev, V. V. Andrievskii +4

Using the example of a pressed sample consisting of chromium dioxide nanoparticles coated with insulating shells, we study the relationship between the electronic transport system…

math.CA2021

A simple upper bound for Lebesgue constants associated with Leja points on the real line

Vladimir Andrievskii, Fedor Nazarov

Let be a regular compact set and let be the Green function for with pole…

math.CV2018

Bernstein Polynomial Inequality on a Compact Subset of the Real Line

Vladimir Andrievskii

We prove an analogue of the classical Bernstein polynomial inequality on a compact subset of the real line. The Lipschitz continuity of the Green function for the complement of…

math.CV2018

On Hilbert lemniscate theorem for a system of continua

Vladimir Andrievskii

Let be a compact set in the complex plane consisting of a finite number of continua. We study the rate of approximation of from the outside by lemniscates in terms of level…

math.CV2018★ 2 cited

On the Totik-Widom property for a Quasidisk

V. Andrievskii, F. Nazarov

Let be a quasidisk on the complex plane. We construct a sequence of monic polynomials with zeros on such that as $…

math.CV2017

Polynomial approximation on a compact subset of the real line

Vladimir Andrievskii

We prove an analogue of the classical Bernstein theorem concerning the rate of polynomial approximation of piecewise analytic functions on a compact subset of the real line.