Pages that link to "Item:Q1099735"
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The following pages link to Global, uniform, asymptotic wave-equation solutions for large wavenumbers (Q1099735):
Displaying 12 items.
- Global geometrical optics method (Q359706) (← links)
- Global solutions of nonlinear wave equations with large data (Q745873) (← links)
- Uniformly valid asymptotic wave propagation based upon variational principles (Q1209947) (← links)
- Uniform high-frequency approximations of the square root Helmholtz operator symbol (Q1276614) (← links)
- A numerical evaluation of the semiclassical coherent state path integral (Q1816271) (← links)
- EFFECT OF HORIZONTAL INHOMOGENEITY OF THE OCEAN ON INTERFERENCE OF NEAR-AXIAL WAVES IN LONG-RANGE ACOUSTIC PROPAGATION (Q3056113) (← links)
- Phase-Space Eikonal Method for Treating Wave Equations (Q3093583) (← links)
- Transcendentally small reflection of waves for problems with/without turning points near infinity: A new uniform approach (Q3991590) (← links)
- Exact and operator rational approximate solutions of the Helmholtz, Weyl composition equation in underwater acoustics−The quadratic profile (Q4020012) (← links)
- AXIAL WAVE IN LONG-RANGE PROPAGATION IN A RANGE-INDEPENDENT OCEAN (Q4660104) (← links)
- A parabolic approximation method with application to global wave propagation (Q4830775) (← links)
- A phase-space technique for the perturbation expansion of Schrödinger propagators (Q4837333) (← links)