Pages that link to "Item:Q2583407"
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The following pages link to A level set method for three-dimensional paraxial geometrical optics with multiple point sources (Q2583407):
Displaying 13 items.
- VIALS: an Eulerian tool based on total variation and the level set method for studying dynamical systems (Q398046) (← links)
- An Eulerian approach for computing the finite time Lyapunov exponent (Q543766) (← links)
- A level set based Eulerian method for paraxial multivalued traveltimes (Q598175) (← links)
- A high order numerical method for computing physical observables in the semiclassical limit of the one-dimensional linear Schrödinger equation with discontinuous potentials (Q618545) (← links)
- Computation of transmissions and reflections in geometrical optics via the reduced Liouville equation (Q661484) (← links)
- Geometric optics in a phase-space-based level set and Eulerian framework (Q697744) (← links)
- Computing multi-valued velocity and electric fields for 1D Euler-Poisson equations (Q881503) (← links)
- Eulerian Gaussian beams for Schrödinger equations in the semi-classical regime (Q1013185) (← links)
- A Bloch band based level set method for computing the semiclassical limit of Schrödinger equations (Q1017593) (← links)
- A field-space-based level set method for computing multi-valued solutions to 1D Euler-Poisson equations (Q2381163) (← links)
- Efficient level set methods for constructing wavefronts in three spatial dimensions (Q2458621) (← links)
- A level set method for the semiclassical limit of the Schrödinger equation with discontinuous potentials (Q2638261) (← links)
- SLERP-TVDRK (STVDRK) methods for ordinary differential equations on spheres (Q6635790) (← links)
