The Lagrange manifold (WKB) formalism enables the determination of the asymptotic series solution of linear differential equations modelling wave propagation in spatially inhomogeneous media at caustic (turning) points. Here the formalism is adapted to determine a class of asymptotic solutions at caustic points for those equations modelling wave propagation in media with both spatial and temporal inhomogeneities. The analogous Schrodinger equation is also considered
Simulation of wave propagation processes in inhomogeneous media is based on kinematic and dynamic pr...
This is intended as an introduction to and review of the theory of Lagrangian and Legendrian submani...
The classical heat and Laplace equations with real time variable and complex spatial variable are st...
ABSTRACT. The Lagrange manifold (WKB) formalism enables the determination of the asymptotic series s...
The Lagrange manifold (WKB) formalism enables the determination of the asymptotic series solution of...
AbstractThe Lagrange Manifold (WKB) formalism enables the determination of the asymptotic series sol...
summary:The linearized vorticity equation serves to model a number of wave phenomena in geophysical ...
summary:Rossby wave equations characterize a class of wave phenomena occurring in geophysical fluid ...
One approach to the study of wave propagation in a restricted domain is to approximate the reducedHe...
The wave packet method, one form of the WKB technique, recently has been employed to investigate the...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 1997.Asymptotic techniques give accur...
An asymptotic method of solving a scalar wave equation in inhomogeneous media is developed. This met...
On dealing with the propagation of waves in weakly inhomogeneous dispersive media, the relevant pseu...
Abstract. The wave packet method, one form of the WKB technique, recently has been employed to inves...
This paper considers a family of Schrodinger-Poisson system in one dimension, whose initial data osc...
Simulation of wave propagation processes in inhomogeneous media is based on kinematic and dynamic pr...
This is intended as an introduction to and review of the theory of Lagrangian and Legendrian submani...
The classical heat and Laplace equations with real time variable and complex spatial variable are st...
ABSTRACT. The Lagrange manifold (WKB) formalism enables the determination of the asymptotic series s...
The Lagrange manifold (WKB) formalism enables the determination of the asymptotic series solution of...
AbstractThe Lagrange Manifold (WKB) formalism enables the determination of the asymptotic series sol...
summary:The linearized vorticity equation serves to model a number of wave phenomena in geophysical ...
summary:Rossby wave equations characterize a class of wave phenomena occurring in geophysical fluid ...
One approach to the study of wave propagation in a restricted domain is to approximate the reducedHe...
The wave packet method, one form of the WKB technique, recently has been employed to investigate the...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 1997.Asymptotic techniques give accur...
An asymptotic method of solving a scalar wave equation in inhomogeneous media is developed. This met...
On dealing with the propagation of waves in weakly inhomogeneous dispersive media, the relevant pseu...
Abstract. The wave packet method, one form of the WKB technique, recently has been employed to inves...
This paper considers a family of Schrodinger-Poisson system in one dimension, whose initial data osc...
Simulation of wave propagation processes in inhomogeneous media is based on kinematic and dynamic pr...
This is intended as an introduction to and review of the theory of Lagrangian and Legendrian submani...
The classical heat and Laplace equations with real time variable and complex spatial variable are st...