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Wunsch, Jared - Department of Mathematics, Northwestern University
MICROLOCAL ANALYSIS AND EVOLUTION EQUATIONS: LECTURE NOTES FROM 2008 CMI/ETH
SEMICLASSICAL SECOND MICROLOCAL PROPAGATION OF REGULARITY AND INTEGRABLE SYSTEMS
NON-CONCENTRATION OF QUASIMODES FOR INTEGRABLE SYSTEMS
RESOLVENT ESTIMATES FOR NORMALLY HYPERBOLIC TRAPPED JARED WUNSCH AND MACIEJ ZWORSKI
SHARP STRICHARTZ ESTIMATES ON NON-TRAPPING ASYMPTOTICALLY CONIC MANIFOLDS
THE SCHRODINGER PROPAGATOR FOR SCATTERING METRICS ANDREW HASSELL AND JARED WUNSCH
THE RADIATION FIELD IS A FOURIER INTEGRAL ANT^ONIO SA BARRETO AND JARED WUNSCH
ABSENCE OF SUPER-EXPONENTIALLY DECAYING EIGENFUNCTIONS ON RIEMANNIAN MANIFOLDS WITH
SPREADING OF QUASIMODES IN THE BUNIMOVICH NICOLAS BURQ, ANDREW HASSELL, AND JARED WUNSCH
THE SEMICLASSICAL RESOLVENT AND THE PROPAGATOR FOR NONTRAPPING SCATTERING METRICS
DIFFRACTION OF SINGULARITIES FOR THE WAVE EQUATION ON MANIFOLDS WITH CORNERS
SPREADING OF LAGRANGIAN REGULARITY ON RATIONAL INVARIANT TORI
LOCAL SMOOTHING FOR THE SCHRODINGER EQUATION WITH A PRESCRIBED LOSS
PROPAGATION OF SINGULARITIES FOR THE WAVE EQUATION ON EDGE MANIFOLDS
