Observation estimate for kinetic transport equations by ...
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Observation estimate for kinetic transport equations by diffusion approximation Doi : j.crma Claude Bardos , Kim Dang Phung. › article
Some Problems On Nonlinear Hyperbolic Equations And Applications
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Waves, Damped Wave and Observation" Kim Dang Phung Yangtze Center of Mathematics, Sichuan University Chengdu , China Email: kim-dang-phung0yahoo.fr ...
Exponential decay toward equilibrium via log convexity for a ...
arxiv.org
by L Desvillettes · — Authors:Laurent Desvillettes, Kim Dang Phung · Download PDF. Abstract: We consider a system of two reaction-diffusion equations coming out ... › math
Boundary stabilization for the wave equation in a bounded ...
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by KD Phung · · Cited by 12 — 1057– BOUNDARY STABILIZATION FOR THE WAVE EQUATION. IN A BOUNDED CYLINDRICAL DOMAIN. Kim Dang Phung. Yangtze Center of Mathematics, Sichuan University. › ...
Observation of solutions of the Neutron Transport Equation in ...
aimg.kantiana.ru
International Workshop "Inverse Problems and Integral Geometry". Collaboration with Kim Dang Phung. Claude Bardos. Observation and diffusion ... › Kalinbeam_Bardos
[ ] An observability for parabolic equations from a...
arxiv.org
Kim Dang Phung Gengsheng Wang. Bookmark (what is this?) Mathematics - Analysis of PDEs. Title: An observability for parabolic equations from a measurable set in time.
Annales de l'Institut Henri Poincaré C, Analyse non linéaire | Vol...
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Bang-bang property for time optimal control of semilinear heat equation Original Research Article; Pages ; Kim Dang Phung, Lijuan Wang, Can Zhang
Observability of the Schrödinger Equation | SpringerLink
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The goal here is to present two approaches concerning results on observability and control of the Schrödinger equation in a bounded domain. Our results are...
Waves, damped wave and observation : Kim Dang Phung : Free Download,...
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We consider the wave equation in a bounded domain (eventually convex). Two kinds of inequality are described when occurs trapped ray.
Polynomial decay rate for the dissipative wave equation : Kim Dang...
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We study the dissipative linear wave equation in a bounded domain. The exponential decay rate of the energy was established by Bardos, Lebeau and Rauch under...
All web results to the name "Kim Dang Phung"
DECAY OF SOLUTIONS OF THE WAVE EQUATION WITH Kim ...
studylib.net
251–265 DECAY OF SOLUTIONS OF THE WAVE EQUATION WITH LOCALIZED NONLINEAR DAMPING AND TRAPPED RAYS Kim Dang Phung Yangtze Center of Mathematics, ... Lecture Notes (Wuhan 2006) Kim Dang Phung First, I formulate the different notions of control and of stabilization on a model equation. › doc › decay-of-solutions-of-the-w... › doc › lecture-notes--wuhan
An observability estimate for parabolic equations from a ...
hal.in2p3.fr
by KD Phung · · Cited by 97 — Kim Dang Phung, Gengsheng Wang. An observability estimate for parabolic equations from a measurable set in time and its applications. › INSMI
Impulse output rapid stabilization for heat equations,Journal of ...
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Kim Dang Phung, Gengsheng Wang, Yashan Xu. The main aim of this paper is to provide a new feedback law for the heat equations in a bounded domain $\Omega ... › paper › adv
Kim Dang's Instagram, Twitter & Facebook on IDCrawl
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287 Records — Kim Dang Phung - idpoisson.fr. Kim Dang Phung , Gengsheng Wang . An observability estimate for parabolic equations from a measurable set in time ... › kim-dang
MA3-1 Analyse | Maths
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Équations différentielles ordinaires (Kim Dang Phung). EDO classiques : équations différentielles sur R, sur un ouvert de Rn, dans un espace de Banach. › ...
Observation estimate for the heat equations with Neumann ...
hal.archives-ouvertes.fr
by R Buffe · · Cited by 2 — Rémi Buffe, Kim Dang Phung. Observation estimate for the heat equations with Neumann boundary condition via logarithmic convexity ⟨hal ⟩ ... › hal
Stabilization of the nonlinear damped wave equation via ...
www.academia.edu
(ln(1 + t)) Acknowledgments The authors would like to thank Kim Dang Phung and Luc Robbiano for very fruitful discussions concerning (6.18). › Stabilization_of_the_nonli...
Convexité logarithmique pour EDP parabolique - Les ...
les-mathematiques.net
18 May — L'article est le pdf "Carleman commutator approach in logarithmic convexity for parabolic equations" par Mr "Kim Dang Phung" !! › read
Exponential decay toward equilibrium via Papers With Code
paperswithcode.com
30 Aug · Laurent Desvillettes, Kim Dang Phung · Edit social preview. We consider a system of two reaction-diffusion equations coming out of reversible ... › paper › exponential-deca...
Internet Archive Search: creator:"Kim Dang Phung"
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Polynomial decay rate for the dissipative wave equation - Kim Dang Phung We study the dissipative linear wave equation in a bounded domain.
ENERGY DECAY FOR MAXWELL’S EQUATIONS Kim Dang Phung
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Free essays, homework help, flashcards, research papers, book reports, term papers, history, science, politics
au:Phung_K in:math - SciRate Search
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This paper presents a new observability estimate for parabolic equations in , where is a convex domain. The observation region is restricted over a product set of ...
Energy decay for Maxwell's equations with Ohm's law in partially...
www.aimsciences.org
We prove a polynomial energy decay for the Maxwell's equations with
Ohm's law in partially cubic domains with trapped rays. We extend
the results of...
Boundary stabilization for the wave equation in a bounded cylindrical...
www.aimsciences.org
We provide a polynomial decay rate for the energy of the wave
equation with a dissipative boundary condition in a cylindrical
trapped domain. A new kind of...
EMS - European Mathematical Society Publishing House
www.ems-ph.org
An observability estimate for parabolic equations from a measurable set in time and its applications Kim Dang Phung and Gengsheng Wang pp. 681–703 Abstract ...
Iterative observers for inverse problems - oatao
oatao.univ-toulouse.fr
Then, we have shown with Kim Dang Phung that this algorithm can be used also for Maxwell’s equations. Home; Contact; FAQ (in French) Browse by Year; Browse by …
Stabilization of the incompressible 2d euler equations in a simply...
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Discuss about this paper : Stabilization of the incompressible 2d euler equations in a simply connected domain utilizing the lorentz force. Platform for...
Quantitative unique continuation for the semilinear heat equation in...
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Kim Dang Phung Gengsheng Wang. Treść / Zawartość. main.pdf. Abstrakt, słowa kluczowe. Źródło. Twórcy. Bibliografia. Dodatkowe informacje. Warianty tytułu.
Control of partial differential equations - Scholarpedia
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· Kim-Dang Phung. Observability and control of Schrödinger equations. SIAM J. Control Optim., 40(1):211–230 (electronic), Petr K. Rashevski.
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