H. Hakopian

activity

20042025

most citedThe Multivariate Fundamental Theorem of Algebra and Algebraic Geometry

1 citations · 1 across the 2 of their papers we have counts for

collaborators

Showing 2018 · math.COShow all

2 papers · 2 filters

math.CO2018

On the usage of lines in $G C_{n}$ sets

Hakop Hakopian, Vahagn Vardanyan

A planar node set $X,$ with $∣ X ∣ = (2 n + 2)$ is called $G C_{n}$ set if each node possesses fundamental polynomial in form of a product of $n$ linear factors. We…

math.CO2018

On a correction of a property of $GC$ sets

Hakop Hakopian, Vahagn Vardanyan

An $n$ -poised node set $X$ in the plane is called $G C_{n}$ set if the (bivariate) fundamental polynomial of each node is a product of n linear factors. A line is called $k$ -…

On the usage of lines in GCn​ sets

On a correction of a property of GC sets

On the usage of lines in $G C_{n}$ sets

On a correction of a property of $GC$ sets