Description: Please refer to the section BELOW (and NOT ABOVE) this line for the product details - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Title:Geometric Integrators For Differential Equations With Highly Oscillatory SolutionsISBN13:9789811601460ISBN10:9811601461Author:Wu, Xinyuan (Author), Wang, Bin (Author)Description:1 Oscillation-Preserving Integrators For Highly Oscillatory Systems Of Second-Order Odes2 Continuous-Stage Erkn Integrators For Second-Order Odes With Highly Oscillatory Solutions3 Stability And Convergence Analysis Of Erkn Integrators For Second-Order Odes With Highly Oscillatory Solutions4 Functionally-Fitted Energy-Preserving Integrators For Poisson Systems 5 Exponential Collocation Methods For Conservative Or Dissipative Systems 6 Volume-Preserving Exponential Integrators 7 Global Error Bounds Of One-Stage Explicit Erkn Integrators For Semilinear Wave Equations 8 Linearly-Fitted Conservative (Dissipative) Schemes For Nonlinear Wave Equations9 Energy-Preserving Schemes For High-Dimensional Nonlinear Kg Equations 10 High-Order Symmetric Birkhoff-Hermite Time Integrators For Semilinear Kg Equations 11 Symplectic Approximations For Efficiently Solving Semilinear Kg Equations12 Continuous-Stage Leap-Frog Schemes For Semilinear Hamiltonian Wave Equations13 Semi-Analytical Erkn Integrators For Solving High-Dimensional Nonlinear Wave Equations 14 Long-Time Momentum And Actions Behaviour Of Energy-Preserving Methods For Wave Equations Binding:Hardcover, HardcoverPublisher:SpringerPublication Date:2021-09-18Weight:0 lbsDimensions:Number of Pages:Language:English
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Book Title: Geometric Integrators For Differential Equations With Highly...
Item Length: 9.3in.
Item Width: 6.1in.
Author: Bin Wang, Xinyuan Wu
Publication Name: Geometric Integrators for Differential Equations with Highly Oscillatory Solutions
Format: Hardcover
Language: English
Publisher: Springer
Publication Year: 2021
Type: Textbook
Item Weight: 33.1 Oz
Number of Pages: Xviii, 499 Pages
