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11篇 您的检索式：作者名="Tewa"

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		题名	作者	年代	出处	被引量
	1	Global analysis of a dynamical model for transmission of tuberculosis with a general contact rate 显示文摘	BOWANG S TEWA J J	2010	Communications in Nonlinear Science Numerical Simulation2010，15，11：	1
	2	Mathematical analysis of a tuberculosis model with differential infectivity 显示文摘	BOWONG S TEWA J J	2009	Commun Nonlinear Sci Numer Simulat2009，14，：	1
	3	Practical adaptive synchronization of a class of uncertain chaotic systems显示文摘	BOWONG S TEWA J J	2009	Nonlinear Dynamics2009，56，1：	1
	4	Global analysis of new malaria intrahost models with a competitive exclusion principle显示文摘	Iggidr A Kamgang J C Sallet G Tewa J J		0，，1：	1
	5	Role of curcumin in health and disease 显示文摘	Pari L Tewas D Eckel J	2008	Ach Physiol Biochem2008，114，：	1
	6	Practical adaptive synchroni- zation of a class of uncertain chaotic systems 显示文摘	Samuel Bowong Jean Jules Tewa	2010	Nonlinear Dyn2010，，56：	1
	7	Lyapunov functions for a dengue disease transmission model显示文摘	Tewa J J Dimi J L Bowong S		0，，：	1
	8	Unknown inputs adaptive observer for a class of chaotic system with uncertainties显示文摘	Samuel Bowong Jean Jules Tewa	2008	Muthematical and Computer Modelirtg2008，，：	1
	9	Polynomial robust observer implementation based passive synchronization of nonlinear fractional-order systems with structural disturbances显示文摘A robust polynomial observer is designed based on passive synchronization of a given class of fractional-order Colpitts(FOC)systems with mismatched uncertainties and disturbances.The primary objective of the proposed observer is to minimize the effects of unknown bounded disturbances on the estimation of errors.A more practicable output-feedback passive controller is proposed using an adaptive polynomial state observer.The distributed approach of a continuous frequency of the FOC is considered to analyze the stability of the observer.Then we derive some stringent conditions for the robust passive synchronization using Finsler’s lemma based on the fractional Lyapunov stability theory.It is shown that the proposed method not only guarantees the asymptotic stability of the controller but also allows the derived adaptation law to remove the uncertainties within the nonlinear plant’s dynamics.The entire system using passivity is implemented with details in PSpice to demonstrate the feasibility of the proposed control scheme.The results of this research are illustrated using computer simulations for the control problem of the fractional-order chaotic Colpitts system.The proposed approach depicts an efficient and systematic control procedure for a large class of nonlinear systems with the fractional derivative.	Alain Soup Tewa KAMMOGNE Michaux NoubéKOUNTCHOU Romanic KENGNE Ahmad Taher AZAR Hilaire Bertrand FOTSIN Soup Teoua Michael OUAGNI	2020	Frontiers of Information Technology & Electronic Engineering2020，21，9：	1
	10	Mathematical analysis of two-patch model for the dynamical transmission of tuberculosis显示文摘	TEWA J J BOWONG S MEWOLI B	2012	Applied Mathematical Modelling2012，36，6：	1
	11	Thermal Behaviour of Polyetherimide PEEK Blends 显示文摘	Kajagopalan P T Kandpal L D Tewa~7 A K	1997	Journal of Thermal Analysis1997，49，1：	1

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