Forecasting of Nonlinear Shoreline Variation Based on Aerial Survey Map by Neural Network Approach

Artikel in diesem Heft

1. CONTENTS
2. Inverse Problems of Newton's Laws
3. On solving the Kay-Burger's equation and the Wu-Zhang equations using the modified variational iteration method
4. Controlled Global Synchronization of Discrete-time Complex Networks
5. Application of the homotopy perturbation method to a magneto-elastico-viscous fluid along a semi-infinite plate
6. Traveling Waves Solution of a Micropolar Fluid
7. Analytical Study of Navier-Stokes Equation with Fractional Orders Using He's Homotopy Perturbation and Variational Iteration Methods
8. High and Low Reynolds Number Two-phase Flows over a Backward-facing Step by 2D and 3D Large Eddy Simulation
9. The Low Frequency Sound Radiation of a Chaotically Vibrating Curved Beam/Panel
10. The center-focus problem of a class of polynomial differential systems with degenerate critical points
11. Fine Reconstruction of Seismic Data Using Localized Fractals
12. Nanoparticle Nucleation and Coagulation in a Submerged Jet: Theoretical Prediction and Simulation
13. Robust He∞ Control for Stochastic Markovian Jump Systems
14. Forecasting of Nonlinear Shoreline Variation Based on Aerial Survey Map by Neural Network Approach
15. Solution of the Prey-predator Problem by He's Parameterized Perturbation Methods
16. Nonlinear single degree of freedom system with dynamic responses of smooth, non-smooth, and distorted travelling waves
17. Robust Synchronization of Fractional Chaotic Systems via Adaptive Sliding Mode Control
18. Variational approach to the generalized Zakharov equations
19. Applying He's Parameterized Perturbation Method for Solving Differential-Difference Equation
20. Erratum: Modified Homotopy Perturbation Method for Solving the System of Volterra Integral Equations (9(4), 409-413,2008)