Pages that link to "Item:Q1930254"
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The following pages link to Exact solutions of the \(m\)-dimensional wave equation from paraxial ones. Further generalizations of the Bateman solution (Q1930254):
Displaying 11 items.
- Plane waves, Bateman's solutions, and sources at infinity (Q292291) (← links)
- Simple solutions of the wave equation with a singularity at a running point, based on the complexified Bateman solution (Q1708308) (← links)
- Generating functions for focused wave modes of the Bessel-Gauss type (Q1781678) (← links)
- Tilted nonparaxail beams and packets for the wave equation with two spatial variables (Q1930258) (← links)
- Two-dimensional singular splash pulses (Q2218792) (← links)
- Bateman-Hörmander two-dimensional waves with a singularity at a running point (Q2304497) (← links)
- On the Bateman-Hörmander solution of the wave equation having a singularity at a running point (Q2307908) (← links)
- Generalizations of Bateman's transformation for general indefinite metrics (Q2858129) (← links)
- Mathieu progressive waves (Q2913422) (← links)
- On astigmatic exponentially localized solutions for the wave and the Klein–Gordon–Fock equations (Q2934199) (← links)
- Spherical Generalized Functional-Invariant Solutions to the Wave Equation (Q5741359) (← links)