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Autores principales: Barreiro, Xabier Rey, Baberuxki, Nick, Mebratie, Meskerem Abebaw, Villaverde, Alejandro F., Seiler, Werner M.
Formato: Preprint
Publicado: 2025
Materias:
Acceso en línea:https://arxiv.org/abs/2507.19884
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author Barreiro, Xabier Rey
Baberuxki, Nick
Mebratie, Meskerem Abebaw
Villaverde, Alejandro F.
Seiler, Werner M.
author_facet Barreiro, Xabier Rey
Baberuxki, Nick
Mebratie, Meskerem Abebaw
Villaverde, Alejandro F.
Seiler, Werner M.
contents We discuss the use of symmetries for analysing the structural identifiability and observability of control systems. Special emphasis is put on the role of discrete symmetries, in contrast to the more commonly studied continuous or Lie symmetries. We argue that discrete symmetries are the origin of parameters which are structurally locally identifiable, but not globally. We exploit this fact to present a methodology for structural identifiability analysis that detects such parameters and characterizes the symmetries in which they are involved. We demonstrate the use of our methodology by applying it to four case studies.
format Preprint
id arxiv_https___arxiv_org_abs_2507_19884
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Structural Identifiability and Discrete Symmetries
Barreiro, Xabier Rey
Baberuxki, Nick
Mebratie, Meskerem Abebaw
Villaverde, Alejandro F.
Seiler, Werner M.
Dynamical Systems
Optimization and Control
37C79, 93B07, 93B27
We discuss the use of symmetries for analysing the structural identifiability and observability of control systems. Special emphasis is put on the role of discrete symmetries, in contrast to the more commonly studied continuous or Lie symmetries. We argue that discrete symmetries are the origin of parameters which are structurally locally identifiable, but not globally. We exploit this fact to present a methodology for structural identifiability analysis that detects such parameters and characterizes the symmetries in which they are involved. We demonstrate the use of our methodology by applying it to four case studies.
title Structural Identifiability and Discrete Symmetries
topic Dynamical Systems
Optimization and Control
37C79, 93B07, 93B27
url https://arxiv.org/abs/2507.19884