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Möbius Transformations Revealed Math and Science are all around us
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Searching Results for W2.22-26.10:
On the singularity formation of a 3D model for Incompressible Euler and Navier-Stokes equations, Thomas Yizhao Hou  (California Institute of Technology)
On the limiting behaviour of regularizations of the Euler Equations with vortex sheet initial data, Monika Nitsche  (University of New Mexico)
New PDE reduced models for rotating stratified flows, Leslie M. Smith  (University of Wisconsin)
On helical flows with little regularity: global existence and vanishing viscosity, Helena Nussenzveig Judith Lopes  (State University of Campinas (UNICAMP))
The role of circulation in the collapse of ideal fluids, Robert M. Kerr  (University of Warwick)
The role of circulation in the collapse of ideal fluids (continued), Robert M. Kerr  (University of Warwick))
Nonlocal Burgers equations and generalized Hopf-Cole transforms, Koji Ohkitani  (University of Sheffield)
Active scalars convected by 2D incompressible non-local flow, Diego Córdoba  (Consejo Superior de Investigaciones Científicas (CSIC))
Wellposedness of the two and three dimensional full water wave problem, Sijue Wu  (University of Michigan)
Asymptotics of small exterior Navier-Stokes flows with non-decaying boundary data, Tai-Peng Tsai  (University of British Columbia)
Variational models for incompressible Euler equations, Alessio Figalli  (University of Texas)
Zero viscosity limit for incompressible Navier-Stokes equations, Zhouping Xin  (Chinese University of Hong Kong)
Existence results for some micro-macro models of polymeric flows, Nader Masmoudi  (New York University)
Multi-scale nesting and high performance computing simulations of limited area atmospheric environments, Alex Mahalov  (Arizona State University)
The quintic NLS as the mean field limit of a Boson gas with three-body interactions, Natasa Pavlovic  (University of Texas)
Two puzzles about Couette flows: Sommerfeld paradox and nonlinear inviscid damping, Zhiwu Lin  (Georgia Institute of Technology)
Pressure boundary conditions, projection methods and finite-element computations, Robert Pego  (Carnegie Mellon University)
The surface quasi-geostrophic equation, Jiahong Wu  (Oklahoma State University)
On the partial regularity for solutions of the Navier-Stokes system, Igor Kukavica  (University of Southern California)
Stochastic Lagrangian particle systems for the Navier-Stokes and Burgers equations, Gautam Iyer  (Stanford University)
Numerical approximation of complex fluids: compactness properties and open questions, Noel J. Walkington  (Carnegie Mellon University)
Numerical methods for interfaces and regularizing effects in difference equations, J. Thomas Beale  (Duke University)
On stationary anomalous solutions to the Euler equations, Roman Shvydkoy  (University of Illinois)
Weak and measure-valued solutions of the Euler equations, László Székelyhidi Jr.  (Rheinische Friedrich-Wilhelms-Universität Bonn)
Geometric aspects of hydrodynamic blowup, Stephen Carl Preston  (University of Colorado)
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