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Christian Zillinger. MathSciNet. Dr. rer. nat. Rheinische Friedrich-Wilhelms-Universität Bonn Germany. Dissertation: Linear Inviscid Damping for Monotone ...
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of Plasmas, 12( ), [89] Christian Zillinger, Linear inviscid damping for monotone shear flows, Trans. Amer. Math. Soc (2017), no.
On Inviscid Damping for the Linearized 2D Euler Equation - Christian...
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On Inviscid Damping for the Linearized 2D Euler Equation. Front Cover. Christian Zillinger pages. 0 Reviews. What people are saying - Write a ...
[ ] Exact constructions in the (non-linear) planar theory of...
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Authors:Pierluigi Cesana, Francesco Della Porta, Angkana Rüland, Christian Zillinger, Barbara Zwicknagl. (Submitted on 18 Apr 2019).
EBSCOhost | | Linear Inviscid Damping for Monotone Shear...
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Flows in a Finite Periodic Channel, Boundary. Effects, Blow-up and Critical Sobolev. Regularity. CHRISTIAN ZILLINGER. Communicated by V. ŠVERák. Abstract.
[ ] On the forced Euler and Navier-Stokes equations: Linear...
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Authors:Christian Zillinger. (Submitted on 5 Sep 2018). Abstract: We study the asymptotic behavior of the forced linear Euler and nonlinear Navier-Stokes ...
[ ] Linear Inviscid Damping for Monotone Shear Flows
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From: Christian Zillinger [view email] [v1] Mon, 27 Oct :29:20 GMT (109kb ,D) [v2] Fri, 12 Jun :47:59 GMT (107kb,D).
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Vorträge im Kolloquium - Universität Münsterwww.uni-muenster.de › AMM › research › kolloquium
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, Dr. Christian Zillinger, University of Southern California, Stabilization by mixing: On linear damping for the 2D Euler equations · , Dr.
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Christian Zillinger: Linear inviscid damping for monotone shear flows. Linear inviscid damping for the Couette shear flow (y,0) with algebraic rates is a classical ...
S5B1 WS Mathematisches Institut der Universität Bonn
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November 14, 2014: Christian Zillinger (University of Bonn) Title: Linear inviscid damping for monotone shear flows. Abstract: ...
Linear Inviscid Damping for Monotone Shear Flows in a Finite Periodic...
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Linear Inviscid Damping for Monotone Shear Flows in a Finite Periodic Channel, Boundary Effects, Blow-up and Critical Sobolev Regularity. Authors; Authors and affiliations. Christian ZillingerEmail author. Christian Zillinger. 1. Email author. 1.Mathematisches InstitutUniversität BonnBonnGermany. Article. First Online:
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Exact Constructions in the (Non-linear) Planar Theory X-MOLwww.x-mol.com › paper
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... Elastic Crystals to Nematic Elastomers，Pierluigi Cesana, Francesco Della Porta, Angkana Rüland, Christian Zillinger, Barbara Zwicknagl.
Journal of Elasticity | springerprofessional.dewww.springerprofessional.de › jou...
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... in Elasticity: The Planar Geometrically Linearized Hexagonal-to-Rhombic Phase Transformation. Angkana Rüland, Christian Zillinger, Barbara Zwicknagl.
On degenerate circular and shear flows: the point vortex and power...
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We consider the problem of asymptotic stability and linear inviscid damping for perturbations of a point vortex and similar degenerate circular flows. Here,...
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[1] Christian Zillinger: Linear Inviscid Damping for Monotone Shear Flows in a Finite Periodic Channel, Boundary Effects, Blow-up and Critical ...
Linear inviscid damping for monotone shear flows. | Mathematical...
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Linear inviscid damping for monotone shear flows. 19 February :00. L6 · Linear inviscid damping for monotone shear flows. Christian Zillinger.
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Pierluigi Cesana ; Francesco Della Porta ; Angkana Rüland ; Christian Zillinger and Barbara Zwicknagl: Exact constructions in the (non-linear) planar theory of ...
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