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Results 1 to 25 of 6196

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On aysmptotic stability for nonautonomous differential systemsLAKSHMIKANTHAM, V; XINZHI LIU.Nonlinear analysis. 1989, Vol 13, Num 10, pp 1181-1189, issn 0362-546X, 9 p.Article

Some stability theorems for nonautonomous equationsNOSOV, V. R.CESA'96 IMACS Multiconference : computational engineering in systems applications. 1996, pp 816-817, isbn 2-9502908-5-X, 2VolConference Paper

Lyapunov exponents and the evolution of normalsBERGER, B. S; ROKNI, M.International journal of engineering science. 1987, Vol 25, Num 11-12, pp 1393-1396, issn 0020-7225Article

Sur la stabilité d'un pendule variable à plusieurs massesLITVIN-SEDOJ, M. Z.Prikladnaâ mehanika (Kiev). 1988, Vol 24, Num 10, pp 115-117, issn 0032-8243Article

Frequency dependent Lyapunov equations for 2-D observability Gramian and controllability GramianLIN, T; KAWAMATA, M; HIGUCHI, T et al.Transactions of the Institute of Electronics and Communication Engineers of Japan. Section E. 1986, Vol 69, Num 8, pp 827-829, issn 0387-236XArticle

Region-reaching control for underwater vehicle with onboard manipulatorSUN, Y. C; CHEAH, C. C.IET control theory & applications (Print). 2008, Vol 2, Num 9, pp 819-828, issn 1751-8644, 10 p.Article

The weighted logarithmic matrix norm and bounds of the matrix exponentialHU, Guang-Da; MINGZHU LIU.Linear algebra and its applications. 2004, Vol 390, pp 145-154, issn 0024-3795, 10 p.Article

Regularity of Liapunov functions for stable systemsBACCIOTTI, Andrea; ROSIER, Lionel.Systems & control letters. 2000, Vol 41, Num 4, pp 265-270, issn 0167-6911Article

New relationships between Lyapunov functions and the passivity theoremBROGLIATO, B; LOZANO, R; LANDAU, I. D et al.International journal of adaptive control and signal processing. 1993, Vol 7, Num 5, pp 353-365, issn 0890-6327Conference Paper

Bounds in the Lyapunov matrix differential equationMORI, T; FUKUMA, N; KUWAHARA, M et al.IEEE transactions on automatic control. 1987, Vol 32, Num 1, pp 55-57, issn 0018-9286Article

A general method to derive Lyapunov functions for non-linear systemsCHIN, P. S. M.International Journal of Control. 1986, Vol 44, Num 2, pp 381-393, issn 0020-7179Article

Convergence of Newton's method via Lyapunov analysisHURTADO, John E; ROBINETT, Rush D.Journal of guidance, control, and dynamics. 2005, Vol 28, Num 2, pp 363-365, issn 0731-5090, 3 p.Article

Stability studies of control systems using a non-Luré type Lyapunov functionMIYAGI, H; YAMASHITA, K.IEEE transactions on automatic control. 1986, Vol 31, Num 10, pp 970-972, issn 0018-9286Article

Kinematic Tracking Controller for Unicycle Mobile Robot Based on Polar-like Representation and Lyapunov AnalysisPAZDERSKI, Dariusz; SZULCZYNSKI, Paweł; KOZLOWSKI, Krzysztof R et al.Lecture notes in control and information sciences. 2009, Vol 396, pp 45-56, issn 0170-8643, isbn 978-1-84882-984-8, 12 p.Conference Paper

Potential automata. Application to the genetic code IIIDEMONGEOT, Jacques; ELENA, Adrien; WEIL, Georges et al.Comptes rendus. Biologies. 2006, Vol 329, Num 12, pp 953-962, issn 1631-0691, 10 p.Conference Paper

Infinite norm lyapunov function for descriptor systemsIQBAL, N; BUISSON, J; QUENECHDU, Y et al.International conference on automation of mixed processesConférence internationale sur l'automatisation des processus mixtes. 1998, pp 256-261Conference Paper

Backstepping with bounded feedbacksMAZENC, F; IGGIDR, A.Systems & control letters. 2004, Vol 51, Num 3-4, pp 235-245, issn 0167-6911, 11 p.Article

Robust backstepping control for slew maneuver using nonlinear tracking functionKIM, Ki-Seok; KIM, Youdan.IEEE transactions on control systems technology. 2003, Vol 11, Num 6, pp 822-829, issn 1063-6536, 8 p.Article

Some results of developing classical and modern theories of stability of motionMARTYNYUK, A. A.International applied mechanics. 2001, Vol 37, Num 9, pp 1142-1157, issn 1063-7095Article

Lyapunov exponents and continuum kinematicsBERGER, B. S; ROKNI, M.International journal of engineering science. 1987, Vol 25, Num 8, pp 1079-1084, issn 0020-7225Article

Sur une méthode d'application des fonctions-matrices dans la théorie de la stabilitéMARTYNYUK, A. A; KRAPIVNYJ, YU. N.Prikladnaâ mehanika (Kiev). 1988, Vol 24, Num 6, pp 102-109, issn 0032-8243Article

A Lyapunov function for Leslie-Gower predator-prey modelsKOROBEINIKOV, A.Applied mathematics letters. 2001, Vol 14, Num 6, pp 697-699, issn 0893-9659Article

Lyapunov graphs and flows on surfacesDE REZENDE, K. A; FRANZOSA, R. D.Transactions of the American Mathematical Society. 1993, Vol 340, Num 2, pp 767-784, issn 0002-9947Article

Convergence to collinearity of a sequence of random triangle shapesMANNION, D.Advances in applied probability. 1990, Vol 22, Num 4, pp 831-844, issn 0001-8678Article

The inertial subrange and non-positive Lyapunov exponents in fully-developed turbulenceYAMADA, M; OHKITANI, K.Progress of theoretical physics. 1988, Vol 79, Num 6, pp 1265-1268, issn 0033-068XArticle

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