The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations | Paper Citation Record

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This paper cites Local energy decay for several evolution equations on asymptotically Euclidean manifolds.Ann.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Local energy decay for several evolution equations on asymptotically Euclidean manifolds.Ann

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Sharp resolvent and time-decay estimates for dispersive equations on asymptotically Euclidean backgrounds.Duke Math

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This paper cites Strichartz estimates for long range perturbations.Amer.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Strichartz estimates for long range perturbations.Amer

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This paper cites ´Equations aux D´ eriv´ ees Partielles.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations ´Equations aux D´ eriv´ ees Partielles

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Damping oscillatory integrals.Invent

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Mathematics: Theory & Applications

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This paper cites Fontelos, and Ana Primo.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Fontelos, and Ana Primo

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This paper cites Propagation of singularities and Fredholm analysis for the time-dependent Schr\"odinger equation.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Propagation of singularities and Fredholm analysis for the time-dependent Schr\"odinger equation

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Ginibre and G

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Dispersive equations on asymptotically conical manifolds: time decay in the low-frequency regime.Ann

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Resolvent at low energy and Riesz transform for Schr¨ odinger operators on asymptotically conic manifolds

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Uniform sobolev estimates for non-trapping metrics.Journal of the Institute of Mathematics of Jussieu, 13(3):599–632, 2014

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This paper cites Resolvent at low energy III: The spectral measure.Trans.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Resolvent at low energy III: The spectral measure.Trans

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This paper cites Restriction and spectral multiplier theorems on asymp- totically conic manifolds.Anal.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Restriction and spectral multiplier theorems on asymp- totically conic manifolds.Anal

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Guillemin

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Guillemin and G

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations The scattering map for the Schrodinger operator on curved spaces

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations A Strichartz inequality for the Schr¨ odinger equation on non- trapping asymptotically conic manifolds.Comm

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This paper cites Sharp Strichartz estimates on nontrapping asymptotically conic manifolds.Amer.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Sharp Strichartz estimates on nontrapping asymptotically conic manifolds.Amer

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations The spectral projections and the resolvent for scattering metrics.Journal d’Analyse Mathematique, 79:241–298, 1999

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations The resolvent for laplace-type operators on asymptotically conic spaces

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This paper cites The Schr¨ odinger propagator for scattering metrics.Annals of Mathematics, pages 487–523, 2005.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations The Schr¨ odinger propagator for scattering metrics.Annals of Mathematics, pages 487–523, 2005

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations The semiclassical resolvent and the propagator for non-trapping scattering metrics.Adv

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This paper cites Global-in-time strichartz estimates on nontrapping, asymptotically conic manifolds.Analysis & PDE, 9(1):151–192, 2016.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Global-in-time strichartz estimates on nontrapping, asymptotically conic manifolds.Analysis & PDE, 9(1):151–192, 2016

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Fourier integral operators

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This paper cites Springer Science & Business Media, 2003.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Springer Science & Business Media, 2003

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Springer,

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Dispersion for the wave equation outside a cylinder inR 3.J

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Determining metrics from the scattering map of the time-dependent Schr\"odinger equation

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Pointwise dispersive estimates for Schrodinger and wave equations in a conical singular space

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Strichartz estimates for the Schr\"odinger equation in high dimensional critical electromagnetic fields

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Decay and Strichartz estimates for critical electromagnetic wave equations on conic manifolds

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations PhD thesis, Massachusetts Institute of Technology, 1994

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Endpoint Strichartz estimates.Amer

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Dispersive estimates for principally normal pseudodifferential operators.Comm

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Damping oscillatory Integrals of convex analytic functions

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Melrose.The Atiyah-Patodi-Singer index theorem, volume 4 ofResearch Notes in Mathematics

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The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Resolvent near zero energy on Riemannian scattering (asymptotically conic) spaces.Pure Appl

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This paper cites Resolvent near zero energy on Riemannian scattering (asymptotically conic) spaces, a Lagrangian approach.Comm.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Resolvent near zero energy on Riemannian scattering (asymptotically conic) spaces, a Lagrangian approach.Comm

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This paper cites Distribution of resonances for asymptotically Euclidean manifolds.Journal of Differential Geometry, 55(1):43–82, 2000.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Distribution of resonances for asymptotically Euclidean manifolds.Journal of Differential Geometry, 55(1):43–82, 2000

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This paper cites Strichartz estimates and nonlinear wave equation on nontrapping asymptotically conic manifolds.

The effect of geometric focusing on dispersive estimates for Schr\"odinger and wave equations Strichartz estimates and nonlinear wave equation on nontrapping asymptotically conic manifolds

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