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I. Lange G. F. Nadeau L. E. Branchen D. G. Kerr A. E. Hill W. M. Malisoff S. I. Schodzew und E. M. Johansen 《Fresenius' Journal of Analytical Chemistry》1937,109(1-2):55-59
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W. M. Malisoff C. E. Anding E. Marks W. F. Whitmore E. Lieber und H. W. Haines 《Fresenius' Journal of Analytical Chemistry》1937,108(5-6):213-217
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Alexejewski K. W. Pikasin J. S. Butescu D. Sanchez J. A. Rewwa F. K. Clark E. P. Leipert Th. Illari G. Heller K. Patzelt G. Gasparini O. Busch M. Stschigol M. B. Kretow A. E. Pantschenko A. N. Ssawitsch K. K. Krishna S. Swarup J. Kimura W. Vieböck F. Oesterlin M. Beamish F. E. Miloslavski N. M. Wepritzkaja W. F. Govaert F. Vaughn Th. H. Nieuwand J. A. Guerbet A. Pelsch A. D. Böck F. Lock G. Hamer F. M. Kahane E. Tomescu T. Malisoff W. M. Gebauer-Fülnegg E. Petertil E. Sabetay S. Bléger J. Thompson J. J. Oakdale U. O. Cadenbach G. Pflaum D. J. Wenzke H. H. Landis Q. Wichmann H. J. 《Analytical and bioanalytical chemistry》1939,117(9-10):347-355
Analytical and Bioanalytical Chemistry - 相似文献
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We provide explicit closed form expressions for strict Lyapunov functions for time-varying discrete time systems. Our Lyapunov functions are expressed in terms of known nonstrict Lyapunov functions for the dynamics and finite sums of persistency of excitation parameters. This provides a discrete time analog of our previous continuous time Lyapunov function constructions. We also construct explicit strict Lyapunov functions for systems satisfying nonstrict discrete time analogs of the conditions from Matrosov’s Theorem. We use our methods to build strict Lyapunov functions for time-varying hybrid systems that contain mixtures of continuous and discrete time evolutions. 相似文献
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