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- catalog contributor b2387334.
- catalog contributor b2387335.
- catalog created "1989.".
- catalog date "1989".
- catalog date "1989.".
- catalog dateCopyrighted "1989.".
- catalog description "1. Notation and preliminary material -- 2. The Stokes equations ; Existence and uniqueness of weak solutions -- 3. Regularity of solutions of the Stokes equations -- 4. The Stokes operator -- 5. The Navier-Stokes equations -- 6. Inequalities for the nonlinear term -- 7. Stationary solutions to the Navier-Stokes equations -- 8. Weak solutions of the Navier-Stokes equations -- 9. Strong solutions -- 10. Further results concerning weak and strong solutions -- 11. Vanishing viscosity limits -- 12. Analyticity and backward uniqueness -- 13. Exponential decay of volume elements -- 14. Global Lyapunov exponents ; Hausdorff and fractal dimension of the universal attractor -- 15. Inertial manifolds.".
- catalog description "Includes bibliographical references and index.".
- catalog extent "ix, 190 p. ;".
- catalog identifier "0226115488".
- catalog identifier "0226115496 (pbk.)".
- catalog isPartOf "Chicago lectures in mathematics".
- catalog issued "1989".
- catalog issued "1989.".
- catalog language "eng".
- catalog publisher "Chicago : University of Chicago Press,".
- catalog subject "515.3/53 19".
- catalog subject "Navier-Stokes equations.".
- catalog subject "QA374 .C655 1989".
- catalog tableOfContents "1. Notation and preliminary material -- 2. The Stokes equations ; Existence and uniqueness of weak solutions -- 3. Regularity of solutions of the Stokes equations -- 4. The Stokes operator -- 5. The Navier-Stokes equations -- 6. Inequalities for the nonlinear term -- 7. Stationary solutions to the Navier-Stokes equations -- 8. Weak solutions of the Navier-Stokes equations -- 9. Strong solutions -- 10. Further results concerning weak and strong solutions -- 11. Vanishing viscosity limits -- 12. Analyticity and backward uniqueness -- 13. Exponential decay of volume elements -- 14. Global Lyapunov exponents ; Hausdorff and fractal dimension of the universal attractor -- 15. Inertial manifolds.".
- catalog title "Navier-Stokes equations / Peter Constantin and Ciprian Foias.".
- catalog type "text".