\bibitem{aghili2013MFRM}
A. Aghili Ashtiani and M. B. Menhaj,
{\it Construction and applications of a modified fuzzy relational model},
Journal of Intelligent \& Fuzzy Systems, DOI: 10.3233/IFS-130838, in press.
\bibitem{Aghili2013VariousSymmetries}
A. Aghili Ashtiani, P. Raja, S. K. Y. Nikravesh, {\it Various symmetries in matrix theory with application to modeling dynamic systems}, The Journal of Nonlinear Science and Applications (JNSA), {\bf7(1)} (2014), 63-69.
\bibitem{aghili2012anewapproach}
A. Aghili Ashtiani and S. K. Y. Nikravesh,
{\it A new approach to stability analysis of fuzzy relational model of dynamic systems},
Iranian Journal of Fuzzy Systems, \textbf{9(1)} (2012), 39--48.
%\bibitem{aghili2009CSPSRWS}
%A. Aghili Ashtiani, S. K. Y. Nikravesh, and P. Raja,
%{\it Centrally Symmetric, Plus Symmetric, and Row-wise Symmetric Matrices and their Properties},
%Proc. 5th Seminar on Linear Algebra and its Applications,
%October 28-30, Babolsar, Iran (2009) 13--16.
%\bibitem{aghili2007introducinganew}
%A. Aghili Ashtiani and M. B. Menhaj,
%{\it Introducing a New Pair of Differentiable Fuzzy Norms and its Application to Fuzzy Relational Function Approximation},
%Proc. 10th Joint Conference on Information Sciences,
%Salt Lake City, USA: World Scientific Publishing Co. ISBN: 978-981-270-967-7 (2007) 1329--1336.
\bibitem{aghili2010numerical}
A. Aghili Ashtiani and M. B. Menhaj,
{\it Numerical solution of fuzzy relational equations based on smooth fuzzy norms},
Soft Computing, \textbf{14(6)} (2010), 545--557.
\bibitem{chen1993studyonstability}
J. Chen and L. Chen,
{\it Study on stability of fuzzy closed-loop control systems},
Fuzzy Sets and Systems, \textbf{57(2)} (1993), 159--168.
%\bibitem{fkp} T. Furuhashi, H. Kakami, J. Peters and W. Pedrycz, A Stability Analysis of Fuzzy Control System Using a Generalized fuzzy Petri Net Model, IEEE World Congress on Computational Intelligence.
%\bibitem{hf} T. Hasegawa and T. Furuhashi, Stability analysis of fuzzy control systems simplified as a discrete system, Control and Cybernetics, 27, No. 4 (1998).
\bibitem{kandel1999stabilityanalysisof}
A. Kandel, Y. Luo and Y. Q. Zhang,
{\it Stability analysis of fuzzy control systems},
Fuzzy Sets and Systems, \textbf{105} (1999), 33--48.
%%\bibitem{kp} B. Kelkar and B. Postlethwaite, Enhancing the generality of fuzzy relational models for control, Fuzzy Sets and Systems 100 (1998) 117-129.
\bibitem{Kiszka1985EnergeticStabilityOf}
J. B. Kiszka, M. M. Gupta, and P. N. Nikiforuk,
{\it Energetic stability of fuzzy dynamic systems},
IEEE Transactions on Systems Man and Cybernetics, \textbf{15} (1985), 783--792.
\bibitem{kolodziej1999stabilityanalysisof}
C. Kolodziej and R. Priemer,
{\it Stability analysis of fuzzy systems},
Journal of the Franklin Institute, \textbf{336} (1999), 851--873.
%\bibitem{l} T. Leephakpreeda, Stability Analysis of a Fuzzy Control System, Thammasat Int. J. Sc. Tech., 2, No. l (1997).
\bibitem{Pedrycz1993FCFS} % Book
W. Pedrycz,
{\it Fuzzy control and fuzzy systems},
2'nd Ed., Research Studies Press Ltd., John Wiley \& Sons Inc., 1993.
\bibitem{pedrycz1984anidentificationalgorithm}
W. Pedrycz,
{\it An identification algorithm in fuzzy relational systems},
Fuzzy Sets and Systems, \textbf{13} (1984), 153--167.
\bibitem{ridley1988probabilisticfuzzymodel}
J. N. Ridley, I. S. Shaw, and J. J. Kruger,
{\it Probabilistic fuzzy model for dynamic systems},
Electronics Letters, \textbf{24} (1988), 890--892.
%\bibitem{sanchez1976resolutionofcomposite}
%E. Sanchez,
%{\it Resolution of Composite Fuzzy Relation Equations},
%Information and Control 30(1) (1976) 38--48.
\bibitem{suratgar2009anewmethod}
A. A. Suratgar and S. K. Y. Nikravesh,
{\it A new method for linguistic modeling with stability analysis and applications},
Intelligent Automation and Soft Computing, \textbf{15(3)} (2009), 329--342.
%\bibitem{suratgar2005potentialenergybased}
%A. A. Suratgar and S. K. Y. Nikravesh,
%{\it Potential energy based stability analysis of fuzzy linguistic systems},
%Iranian Journal of Fuzzy Systems 2(1) (2005) 67--74.
%%\bibitem{suratgar2002anewsufficient}
%%A. A. Suratgar and S. K. Y. Nikravesh,
%%{\it A New Sufficient Condition for Stability of Fuzzy Systems},
%%Proceeding of Iranian Conference in Electrical Engineering, (2002) 441--445.
\bibitem{sijak2001stabilityanalysisof}
T. $\check{S}$ijak, S. Te$\check{s}$njak and O. Kuljaca,
{\it Stability analysis of fuzzy control system using describing function method},
Proc. 9th Mediterranean Conf. Control and Automation,
Dubrovnik, Croatia (2001).