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Global Well-Posedness Issues for the Inviscid Boussinesq System with Yudovich’s Type Data by Raphaël Danchin; Marius Paicu is a nonfiction available to read on EtoBox.

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Global Well-Posedness Issues for the Inviscid Boussinesq System with YudovichTMs Type Data......Page 1 A Criterion for Uniqueness of Lagrangian Trajectories for Weak Solutions of the 3D Navier-Stokes Equations......Page 15 Time-Asymptotic Behavior of Wave Propagation Around a Viscous Shock Profile......Page 23 An Application of Mirror Extensions......Page 83 GreenTMs Function for the Hodge Laplacian on Some Classes of Riemannian and Lorentzian Symmetric Spaces......Page 104 Asymptotics in ASEP with Step Initial Condition......Page 127 Power Law Inflation......Page 153 Robustness of Discrete Dynamics via Lyapunov Sequences......Page 217 K-Causality Coincides with Stable Causality......Page 237 Effective Superpotentials for Compact D5-Brane Calabi-Yau Geometries......Page 247 The Structure of Renormalization Hopf Algebras for Gauge Theories I: Representing Feynman Graphs on BV-Algebras......Page 289 Large Deviations, Fluctuations and Shrinking Intervals......Page 318 On the Structure of the Fusion Ideal......Page 332 Torelli Theorem for the Deligne−Hitchin Moduli Space......Page 353 Growth of Sobolev Norms and Controllability of the Schrödinger Equation......Page 366 A New Spectral T

Who reads Global Well-Posedness Issues for the Inviscid Boussinesq System with Yudovich’s Type Data?

Author

Raphaël Danchin; Marius Paicu

Publisher

Springer Science and Business Media LLC

Published

2009

Language

EN

Category

nonfiction

Subjects

Mathematics, Science, Physics