Dissertation > Excellent graduate degree dissertation topics show
## Solutions for Two Kinds of Evolutional EquationsAuthor: DangXiaoLanTutor: ZhangYi School: Zhejiang Normal University Course: System theory Keywords: the generalized Schr(o ¨)dinger equation six-order KdV equation Homotopy perturbation method Variational method the gen-eralized Riccati mapping method θfunction B(a ¨)cklund transformation Hirota bilinear method CLC: O175.29 Type: Master's thesis Year: 2011 Downloads: 12 Quote: 0 Read: Download Dissertation ## Abstract
## Related Dissertations- Integrable Discretizations to a Class of Soliton Equations,O175.2
- The surface geometry noise removal of non- local variational model,TP391.41
- Research on the Impact of Competition of Deposit and Loan Market on Bank Risk-taking,F832.22;F224
- Spherically Averaged Endpoint Strichartz Estimates for the Two-dimensional Schr(?)dinger Equation with a Potential,O175.2
- Integrable Expansion Models for Two Types of Soliton Equation and Wronskian Solutions of a Class of Nonlinear Equations,O175.29
- Symplectic and Multisymplectic Structure-Preserving Numerical Schemes for Evolution Equation,O241.82
- Approximate Analytical Solutions for Solving Linear and Nonlinear Second-Order Initial and Boundary Value Problems,O241.8
- Multi-symplectic Methods for Some Nonlinear Wave Equations,O241.82
- Study on the Three-Dimensional Structure of Typhoon Based on CinradMosaic,P412.25
- Theoretical Studies on the Electronic Properties in Semiconductor Quantum Dots,O471.1
- Research on Fractional Order Chaotic Systems and Their Synchronization,O415.5
- The Existence of Infinitely Many Solutions for Two Elliptic Partial Differential Equations,O175.25
- The Well-posedness of a Class of Nonlinear Schr(?)dinger Equations with Potential,O175.2
- Scattering for One Class of Schr(?)dinger Equation in the Low Regularity,O175.2
- The Feedback Mechanism between Analysis and Design for One Type of Machine Structure,TH122
- Research on Regularization Term in Variational Optic Flow Computation for Motion Segmentation,TP391.41
- Several Mathematic Research Methods of the Nonlinear System,O175.29
- Well-posedness and Scattering Theory for Fourth-order Schr(?)dinger Equations,O175
- Studies on the Nonisospectral KP Equation,O175.29
- Application of Hirota Method to the Two Soliton Equations,O175.29
- The Study of Several Force Gradient Symplectic Algorithms,O241
CLC: > Mathematical sciences and chemical > Mathematics > Mathematical Analysis > Differential equations, integral equations > Partial Differential Equations > Nonlinear partial differential equations © 2012 www.DissertationTopic.Net Mobile |