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Table of Contents
The water waves equations and its asymptotic regimes The Laplace equation The Dirichlet-Neumann operator Well-posedness of the water waves equations Shallow water asymptotics: Systems. Part 1: Derivation Shallow water asymptotics: Systems. Part 2: Justification Shallow water asymptotics: Scalar equations Deep water models and modulation equations Water waves with surface tension Appendix A. More on the Dirichlet-Neumann operator Appendix B. Product and commutator estimates Appendix C. Asymptotic models: A reader's digest Bibliography Index

The Water Waves Problem Mathematical Analysis

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    A Hardback by David Lannes

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      View other formats and editions of The Water Waves Problem Mathematical Analysis by David Lannes

      Publisher: MP-AMM American Mathematical
      Publication Date: 6/30/2013 12:00:00 AM
      ISBN13: 9780821894705, 978-0821894705
      ISBN10: 0821894706

      Description

      Book Synopsis


      Table of Contents
      The water waves equations and its asymptotic regimes The Laplace equation The Dirichlet-Neumann operator Well-posedness of the water waves equations Shallow water asymptotics: Systems. Part 1: Derivation Shallow water asymptotics: Systems. Part 2: Justification Shallow water asymptotics: Scalar equations Deep water models and modulation equations Water waves with surface tension Appendix A. More on the Dirichlet-Neumann operator Appendix B. Product and commutator estimates Appendix C. Asymptotic models: A reader's digest Bibliography Index

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