G. Vardanyan

collaborators

3 papers

math.NA2025

On the usage of $2$ -node lines in $n$ -correct and $G C_{n}$ sets

Hakop Hakopian, Gagik Vardanyan, Navasard Vardanyan

An $n$ -correct set $X$ in the plane is a set of nodes admitting unique interpolation with bivariate polynomials of total degree at most $n$ . A $k$ -node line is a line pas…

math.NA2025

On maximal curves of $n$ -correct sets

H. Hakopian, G. Vardanyan, N. Vardanyan

Suppose $X$ is an $n$ -correct set of nodes in the plane, that is, it admits a unisolvent interpolation with bivariate polynomials of total degree less than or equal to $n…

math.NA2021

A new proof of the Gasca-Maeztu conjecture for n = 5

G. K. Vardanyan

An $n$ -correct node set $X$ is called $G C_{n}$ set if the fundamental polynomial of each node is a product of $n$ linear factors. In 1982 Gasca and Maeztu conjectured that…

On the usage of 2-node lines in n-correct and GCn​ sets

On maximal curves of n-correct sets

A new proof of the Gasca-Maeztu conjecture for n = 5

On the usage of $2$ -node lines in $n$ -correct and $G C_{n}$ sets

On maximal curves of $n$ -correct sets