http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
Nonlinear ocean waves and the inverse scattering transform
1 online resource (xxvi, 917 pages, 32 unnumbered pages of plates) : illustrations (some color), maps
Printbegrænsninger: Der kan printes kapitelvis.
Pt. 1. Introduction: Nonlinear Waves -- Ch. 1. Brief History and Overview of Nonlinear Water Waves -- Ch. 2. Nonlinear Water Wave Equations -- Ch. 3. Infinite-Line Inverse Scattering Transform -- Ch. 4. Infinite-Line Hirota Method -- Pt. 2. Periodic Boundary Conditions -- Ch. 5. Periodic Boundary Conditions: Physics, Data Analysis, Data Assimilation, and Modeling -- Ch. 6. Periodic Hirota Method -- Pt. 3. Multidimensional Fourier Analysis -- Ch. 7. Multidimensional Fourier Series -- Ch. 8. Riemann Theta Functions -- Ch. 9. Riemann Theta Functions as Ordinary Fourier Series -- Pt. 4. Nonlinear Shallow-Water Spectral Theory -- Ch. 10. Periodic Korteweg-DeVries Equation -- Ch. 11. Periodic Kadomtsev-Petviashvili Equation -- Pt. 5. Nonlinear Deep-Water Spectral Theory -- Ch. 12. Periodic Nonlinear Schrodinger Equation -- Ch. 13. Hilbert Transform -- Pt. 6.
Ch. 28. Nonlinear Fourier Analysis and Filtering of Ocean Waves -- Ch. 29. Laboratory Experiments of Rogue Waves -- Ch. 30. Nonlinearity in Duck Pier Data -- Ch. 31. Harmonic Generation in Shallow-Water Waves -- Pt. 9. Nonlinear Hyperfast Numerical Modeling -- Ch. 32. Hyperfast Modeling of Shallow-Water Waves: The KdV and KP Equations -- Ch. 33. Modeling the 2 + 1 Gardner Equation -- Ch. 34. Modeling the Davey-Stewartson (DS) Equations.
Includes bibliographical references and index.
Nonlinear ocean waves and inverse scattering transform
89521:89521 Elsevier Science & Technology