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Goldberg, Michael - Department of Mathematics, Johns Hopkins University
A Limiting Absorption Principle for the threedimensional Schrodinger equation with L p potentials
A Limiting Absorption Principle for the three-dimensional Schrodinger equation with Lp
Dispersive estimates for Schrodinger operators in dimensions one and M. Goldberg, W. Schlag
Dispersive bounds for the threedimensional Schrodinger equation with almost critical potentials
STRICHARTZ ESTIMATES FOR SCHR OPERATORS WITH A NON-SMOOTH MAGNETIC
STRICHARTZ AND SMOOTHING ESTIMATES FOR ODINGER OPERATORS WITH ALMOST CRITICAL
Dispersive estimates for the three-dimensional Schrodinger equation with rough potentials
STRICHARTZ ESTIMATES FOR THE SCHR ODINGER EQUATION WITH
Dispersive bounds for the three-dimensional Schrodinger equation with almost critical potentials
STRICHARTZ ESTIMATES FOR SCHRO"DINGER OPERATORS WITH A NON-SMOOTH MAGNETIC
A COUNTEREXAMPLE TO DISPERSIVE ESTIMATES FOR SCHRO"DINGER OPERATORS IN HIGHER DIMENSIONS
Dispersive estimates for the three-dimensional Schr"odinger equation with rough potentials
TRANSPORT IN THE ONE-DIMENSIONAL SCHRO"DINGER EQUATION
Dispersive estimates for the threedimensional Schrodinger equation with rough potentials
A DISPERSIVE BOUND FOR THREE-DIMENSIONAL ODINGER OPERATORS WITH ZERO ENERGY
Dispersive estimates for Schrodinger operators in dimensions one and M. Goldberg, W. Schlag
STRICHARTZ AND SMOOTHING ESTIMATES FOR SCHRO"DINGER OPERATORS WITH LARGE MAGNETIC
Dispersive bounds for the three-dimensional Schr"odinger equation with almost critical potentials
STRICHARTZ ESTIMATES FOR THE SCHRO"DINGER EQUATION WITH TIME-PERIODIC Ln=2 POTENTIALS
COUNTEREXAMPLES OF STRICHARTZ INEQUALITIES FOR SCHRO"DINGER EQUATIONS WITH REPULSIVE POTENTIALS
A DISPERSIVE BOUND FOR THREE-DIMENSIONAL SCHRO"DINGER OPERATORS WITH ZERO ENERGY
Dispersive estimates for Schr"odinger operators in dimensions one and three
A Limiting Absorption Principle for the three-dimensional Schr"odinger equation with Lp potentials
STRICHARTZ AND SMOOTHING ESTIMATES FOR SCHRO"DINGER OPERATORS WITH ALMOST CRITICAL