Nonlinear Differential Equations and Applications

Nonlinear Differential Equations and Applications

Portugal-Italy Conference on NDEA, Evora, Portugal, July 4-6, 2022

Van Goethem, Nicolas; Sanchez Rodrigues, Luis; Minhos, Feliz; Beirao da Veiga, Hugo

Springer International Publishing AG

04/2024

332

Dura

9783031537394

15 a 20 dias

Descrição não disponível.
Preface.- Some Optimal Design Problems with Perimeter Penalisation.- On a Rotational Smagorinsky model for turbulent fluids: an overview of recent results in the steady and unsteady case.- On a forward and a backward stochastic Euler equation.- Keller-Segel System: A Survey on Radial Steady States.- The Kernel of The Strain Tensor for Solenoidal Vector Fields with Homogeneous Normal Trace.- Power Law Approximation Results for Optimal Design Problems.- Long-time behaviour for solutions of systems of PDEs modeling suspension bridges.- Positive Solutions for The Fractional P-Laplacian Via Mixed Topological and Variational Methods.- Some Remarks on The Virtual Element Method for The Linear Elasticity Problem in Mixed Form.- On the Existence and Stability of 2d Compressible Current-Vortex Sheets.- Navier-Stokes Equations with Regularized Directional Boundary Condition.- Local and Nonlocal Liquid Drop Models.- Mathematical Analysis of Turbulent Flows Through Permeable Media.- Quantitative Study of The Stabilization Parameter in The Virtual Element Method.- Geometric Optics for Surface Waves on The Plasma-Vacuum Interface: Higher Order Expansion.- Combined Numerical/Experimental Analysis for Intracranial Aneurysms in a Computational Hemodynamics Patient-Specific Framework.
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Optimal design;Turbulent flow;Stochastic PDEs;Keller-Segel system;Dirichlet problem;Virtual Element Method;Navier-Stokes equations;Liquid drop model;Finite element method;Geometric optics;Conference proceedings;Magnetohydrodynamics