3 papers
math.AG2026
Conditions for eigenvalue configurations of two real symmetric matrices (symmetric polynomial approach)
Hoon Hong, Daniel Profili, J. Rafael Sendra
Given two real symmetric matrices, their eigenvalue configuration is the relative arrangement of their eigenvalues on the real line. In this paper, we consider the following proble…
math.AG2025
Conditions for eigenvalue configurations of two real symmetric matrices (signature approach)
Hoon Hong, Daniel Profili, J. Rafael Sendra
For two real symmetric matrices, their eigenvalue configuration is therelative arrangement of their eigenvalues on the real line. We consider the following problem: given two param…
eess.SY2024
Algorithm for globally identifiable reparametrizations of ODEs
Sebastian Falkensteiner, Alexey Ovchinnikov, J. Rafael Sendra
Structural global parameter identifiability indicates whether one can determine a parameter's value in an ODE model from given inputs and outputs. If a given model has parameters f…