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- 2013427793 contributor B12812529.
- 2013427793 contributor B12812530.
- 2013427793 created "c2013.".
- 2013427793 date "2013".
- 2013427793 date "c2013.".
- 2013427793 dateCopyrighted "c2013.".
- 2013427793 description "1. Introduction -- 2. Existence and uniqueness of smooth solutions -- 3. Estimates for smooth solutions -- 4. Extension of the solution operator -- 5. Measures as initial data -- 6. Asymptotic behavior for large time -- A. Some theorems from functional analysis -- 7. Introduction -- 8. Notation -- 9. Finite difference approximation to second-order boundary-value problems -- 10. From Hermitian derivative to the compact discrete biharmonic operator -- 11. Polynomial approach to the discrete biharmonic operator -- 12. Compact approximation of the Navier-Stokes equations in streamfunction formulation -- 13. Eigenfunction approach for uxxt - uxxx = f(x,t) -- 14. Numerical simulations of the driven cavity problem.".
- 2013427793 description "Includes bibliographical references (p. 287-297) and index.".
- 2013427793 extent "xii, 302 p. :".
- 2013427793 identifier "1848162758 (hbk.)".
- 2013427793 identifier "9781848162754 (hbk.)".
- 2013427793 issued "2013".
- 2013427793 issued "c2013.".
- 2013427793 language "eng".
- 2013427793 publisher "London : Imperial College Press ; Singapore ; Hackensack, NJ : Distributed by World Scientific,".
- 2013427793 subject "532.05201515353 23".
- 2013427793 subject "Navier-Stokes equations.".
- 2013427793 subject "QA374 .B335 2013".
- 2013427793 tableOfContents "1. Introduction -- 2. Existence and uniqueness of smooth solutions -- 3. Estimates for smooth solutions -- 4. Extension of the solution operator -- 5. Measures as initial data -- 6. Asymptotic behavior for large time -- A. Some theorems from functional analysis -- 7. Introduction -- 8. Notation -- 9. Finite difference approximation to second-order boundary-value problems -- 10. From Hermitian derivative to the compact discrete biharmonic operator -- 11. Polynomial approach to the discrete biharmonic operator -- 12. Compact approximation of the Navier-Stokes equations in streamfunction formulation -- 13. Eigenfunction approach for uxxt - uxxx = f(x,t) -- 14. Numerical simulations of the driven cavity problem.".
- 2013427793 title "Navier-Stokes equations in planar domains / Matania Ben-Artzi, Jean-Pierre Croisille, Dalia Fishelov.".
- 2013427793 type "text".