About Structural Identifiability of Nonlinear Dynamic Systems under Uncertainty

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Nikolay Karabutov
Nikolay Karabutov
§ MIREA - Russian Technological University

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Abstract

Approach to the analysis of nonlinear dynamic systems structural identifiability (SI) under uncertainty is proposed. This approach has a difference from methods applied to SI estimation of dynamic systems in the parametrical space. Structural identifiability is interpreted as of the structural identification possibility a system nonlinear part. We show that the input should synchronize the system for the SI problem solution. The structural identifiability estimation method is based on the analysis of the framework special class. The input parameter effect on the possibility of the SI estimation of the system is studied.

References

21 Cites in Article
  1. R Kalman (1961). On the general theory of control systems.
  2. R Lee (1964). Optimal estimation, identification, and control.
  3. O Elgerd (1967). Book reviews - Power systems control.
  4. E Walter (1982). Identifiability of state space models.
  5. S Audoly,L D'angio,M Saccomani,C Cobelli (1998). Global identifiability of linear compartmental models-a computer algebra algorithm.
  6. T Avdeenko (2013). Identification of linear dynamic systems with use parametrical space separators.
  7. N Bodunov (2012). LOCAL EXISTENCE THEORY.
  8. L Abuzin,Iu. Balonin,D Kurtianik,A Sergeev (2010). GENERATION, FILTERING AND SEARCH OF AN EXTREMUM IN AN EXTRA-LARGE CATALOG OF BINARY SEQUENCES.
  9. D Foulkes (1987). Book review: Crop Protection Chemicals Reference, 2nd Ed..
  10. J Stigter,R Peeters (2007). On a geometric approach to the structural identifiability problem and its application in a water quality case study.
  11. O.-T Chis,J Banga,Balsa-Canto (2011). Structural identifiability of systems biology models: a critical comparison of methods.
  12. Maria Saccomani,Karl Thomaseth (2010). Structural vs Practical Identifiability of Nonlinear Differential Equation Models in Systems Biology.
  13. S Aivazyan,I Yenyukov,L Meshalkin (1985). Unknown Title.
  14. Nikolay Karabutov (2016). Structural Identification of Dynamic Systems with Hysteresis.
  15. Nikolay Karabutov (2017). Frameworks in Problems of Structural Identification Systems.
  16. Y Kazakov,B Dostupov (1962). Statistical dynamics of nonlinear automatic systems.
  17. V Furasov (1977). Stability of motion, estimation and stabilization.
  18. Nikolay Karabutov (2015). Structural Identification of Systems with Distributed Lag.
  19. G Choquet (1964). L'enseignement de la geometrie.
  20. Nikolay Karabutov (2014). Structural Identification of Control Objects—A Review.
  21. S Bozhokin,D Parshin (2001). Regular and Chaotic Dynamics\.

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

How to Cite This Article

Nikolay Karabutov. 2018. \u201cAbout Structural Identifiability of Nonlinear Dynamic Systems under Uncertainty\u201d. Global Journal of Science Frontier Research - A: Physics & Space Science GJSFR-A Volume 18 (GJSFR Volume 18 Issue A11).

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Journal Specifications

Crossref Journal DOI 10.17406/GJSFR

Print ISSN 0975-5896

e-ISSN 2249-4626

Keywords
Classification
GJSFR-A Classification FOR Code: 020299
Version of record

v1.2

Issue date
November 22, 2018

Language
en
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About Structural Identifiability of Nonlinear Dynamic Systems under Uncertainty

Nikolay Karabutov
Nikolay Karabutov <p>MIREA – Russian Technological University</p>

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