Tea vStrekelj

collaborators

4 papers

math.FA2026

Kadison duality for partially convex sets

Tea Å trekelj

This paper extends the Kadison duality between compact convex sets and function systems to the setting of partial convexity. A partially convex set is a set that is convex in a des…

quant-ph2025

Quantum Max Cut for complete tripartite graphs

Tea Å trekelj

The Quantum Max- $d$ -Cut ( $d$ -QMC) problem is a special instance of a $2$ -local Hamiltonian problem, representing the quantum analog of the classical Max- $d$ -Cut problem. The $d$ -QM…

quant-ph2025

Quantum Max d-Cut via qudit swap operators

Igor Klep, Tea Å trekelj, Jurij VolÄiÄ

Quantum Max Cut (QMC) problem for systems of qubits is an example of a 2-local Hamiltonian problem, and a prominent paradigm in computational complexity theory. This paper investig…

math.FA2025

Construction of exceptional copositive matrices

Tea Å trekelj, AljaÅ¾ Zalar

An $n \times n$ symmetric matrix $A$ is copositive if the quadratic form $x^{T} A x$ is nonnegative on the nonnegative orthant $R_{\geq 0}^{n}$ . The cone of copositive matrices…