activity
20202026
most citedA random copositive matrix is completely positive with positive probability

2 citations · 2 across the 11 of their papers we have counts for

collaborators

15 papers

math.FA2026

The Matricial Univariate Rational Truncated Moment Problem

Alja\v z Zalar, Igor Zobovi\v c

We solve the matricial univariate rational truncated moment problem on the real line and on a half-line. We give explicit necessary and sufficient conditions for the existence of a…

math.FA2026

Truncated Moment Problems and the Extension Property on Monomial Curves

Rajkamal Nailwal, Aljaž Zalar, Igor Zobovič

In several papers, Stochel and Szafraniec studied moment problems on algebraic sets from an operator-theoretic perspective, investigating when positive definite sequences satisfyin…

math.AG2026

Unobstructedness of affine Gorenstein terminal toric fourfolds

Matej Filip, Aljaž Zalar

We prove that every affine terminal Gorenstein toric variety of dimension at most four is unobstructed. In dimension four, the obstruction space need not vanish; instead, we determ…

math.ST2025

Maximal signed volume for (multivariate) supermodular quasi-copulas

Matjaž Omladič, Martin Vuk, Aljaž Zalar

Copulas are the primary tool for dependence modeling in statistics, and quasi-copulas are their essential companions. The latter appear, say, as infima or suprema of sets of copula…

math.FA2025

Cyclic polynomials in Dirichlet-type Spaces of the unit bidisk

Rajkamal Nailwal, Aljaž Zalar

For we consider the scale of function spaces, namely the Dirichlet-type space consisting of holomorphic functions on the unit bidisk , $f(z…

math.FA2025

Constructive approach to the truncated moment problem on reducible cubic curves: Hyperbolic type relations

Seonguk Yoo, Aljaž Zalar

In this paper, we solve constructively the bivariate truncated moment problem (TMP) of even degree on reducible cubic curves, where the conic part is a hyperbola. According to the…