On the growth of Sobolev norms for a class of linear Schrödinger equations on the torus with superlinear dispersion.
Riccardo MontaltoPublished in: Asymptot. Anal. (2018)
Keyphrases
- hamilton jacobi
- wave equation
- finite difference
- finite dimensional
- distance transform
- hilbert space
- heat equation
- numerical solution
- medial axis
- linear systems
- eikonal equation
- partial differential equations
- difference equations
- numerical analysis
- level set method
- closed form
- convex sets
- multi agent systems
- closed form solutions
- massively parallel
- finite element
- algebraic equations
- steady state
- scale space