References
- Audoly, S., & D’angiò, L. (1980). On the identifiability of linear compartmental systems: A revisited transfer function approach based on topological properties. Mathematical Biosciences, 66, 201–228.
- Bellman, R., & Ästrom, K. (1970). On structural identifiability. Mathematical Biosciences, 7, 329–339.
- Bellu, G., Saccomani, M., Audoly, S., & D’Angiò, L. (2007). DAISY: A new software tool to test global identifiability of biological and physiological systems. Computer Methods and Programs in Biomedicine, 88, 52–61.
- Boukhobza, T. (2010). Partial state and input observability recovering by additional sensor implementation: A graph-theoretic approach. International Journal of Systems Science, 41, 1281–1291.
- Boukhobza, T., & Hamelin, F. (2009). State and input observability recovering by additional sensor implementation: A graph-theoretic approach. Automatica, 45, 1737–1742.
- Boukhobza, T., & Hamelin, F. (2011). Observability of switching structured linear systems with unknown input: A graph-theoretic approach. Automatica, 47, 395–402.
- Boukhobza, T., & Hamelin, F. (2013). Discrete mode observability of structured switching descriptor linear systems: A graph-theoretic approach. Automatica, 49, 3042–3048.
- Boukhobza, T., Hamelin, F., & Martinez-Martinez, S. (2007). State and input observability for structured linear systems: A graph-theoretic approach. Automatica, 43, 1204–1210.
- Chapman, M., & Godfrey, K. (1985). Some extensions to the exhaustive-modeling approach to structural identifiability. Mathematical Biosciences, 77, 305–323.
- Delforge, J. (1984). Sur l’identifiabilité et l’identification des modèles linéaires ( PhD thesis). Université d’Angers.
- Dion, J.M., Commault, C., & van der Woude, J.W. (2003). Generic properties and control of linear structured systems: A survey. Automatica, 39, 1125–1144.
- Dulmage, A.L., & Mendelsohn, N.S. (1958). Coverings of bipartite graphs. Canadian Journal of Mathematics, 10, 517–534.
- Eisenfeld, J. (1982). New techniques for structural identifiability for large linear and nonlinear compartmental systems. Mathematics and Computers in Simulation, 24, 494–501.
- Eisenfeld, J., & Grundy, S. (1983). Structural identification of large systems by reduction to subsystems: VLDL triglycerides. Mathematical Biosciences, 66, 129–149.
- Miao, H., Xia, X., Perelson, A., & Wu, H. (2011). On identifiability of nonlinear ODE models and applications in viral dynamics. SIAM Review, 53, 3–39.
- Murota, K. (1987). System analysis by graphs and Matroids. New York: Springer-Verlag.
- Reinschke, K. (1985). Structural properties of linear control systems should be investigated by means of graphs. Annual Review in Automatic Programming, 12, 280–283.
- Reinschke, K.J. (1988). Multivariable control: A graph theoretic approach. New York: Springer-Verlag.
- van der Woude, J.W. (1999). The generic number of invariant zeros of a structured linear system. SIAM Journal of Control and Optimization, 38, 1–21.
- Xia, X., & Moog, C. (2003). Identifiability of nonlinear systems with applications to HIV/AIDS models. IEEE Transactions on Automatic Control, 48, 330–336.