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Rauch, Jeffrey - Department of Mathematics, University of Michigan
DISPERSIVE NONLINEAR GEOMETRIC OPTICS Phillipe DONNAT
Group Velocity at Smooth Points of Hyperbolic Characteristic Varieties Jeffrey Rauch*
Exponential Growth for the Wave Equation with Compact Time-Periodic Positive Potential
FOCUSING OF SPHERICAL NONLINEAR PULSES IN R 1+3 R'emi CARLES 1 and Jeffrey RAUCH 2
Optique g'eom'etrique r'esonnante et tissus* JeanLuc JOLY
Dispersive Stabilization Guy Metivier
Real and Complex Regularity are Equivalent for Hyperbolic Characteristic Varieties
DIFFRACTIVE NONLINEAR GEOMETRIC OPTICS WITH RECTIFICATION * JeanLuc JOLY
Rays, Plane Waves, and Control Jeffrey RAUCH
Nonlinear Geometric Optics for Short Pulses Deborah ALTERMAN \Lambda
The Linear Diffractive Pulse Equation Deborah Alterman
DIFFRACTIVE NONLINEAR GEOMETRIC OPTICS * Phillipe DONNAT
Diffractive Short Pulse Asymptotics for Nonlinear Wave Equations
Nonlinear Hyperbolic Smoothing at a Focal Point * JeanLuc JOLY
Regularity of Functions Smooth Along Foliations, And Elliptic Regularity
Precise Finite Speed and Uniqueness in the Cauchy Problem for Symmetrizable Hyperbolic Systems
Jeffrey Rauch travers un prisme
A Simple Example of Localized Parametric Resonance for the Wave Equation Ferruccio COLOMBINI
The Order of Accuracy of Quadrature Formulae for Periodic Functions
Global Solvability of the MaxwellBloch Equations from Nonlinear Optics
FOCUSING OF SPHERICAL NONLINEAR PULSES IN R 1+3 , II. NONLINEAR CAUSTIC
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FOCUSING OF SPHERICAL NONLINEAR PULSES IN R 1+3 , III. SUB AND SUPERCRITICAL CASES
Measure Respecting Maps Preserve BV Iff they have Bounded Derivative
HYPERBOLIC PARTIAL DIFFERENTIAL EQUATIONS AND GEOMETRIC OPTICS
DIFFRACTIVE NONLINEAR GEOMETRIC OPTICS FOR SHORT PULSES
Real and Complex Regularity are Equivalent for Hyperbolic Characteristic Varieties
The Time Integrated Far Field for Maxwell's and D'Alembert's Equations Jeffrey RAUCH1
Precise Finite Speed with Bare Hands Jefffrey RAUCH
Hyperbolic Lp Multipliers are Translations
Quadrature Estimates for Multidimensional Jeffrey Rauch Michael Taylor
DIFFRACTIVE BEHAVIOR OF THE WAVE EQUATION IN PERIODIC MEDIA: WEAK CONVERGENCE ANALYSIS
DIFFRACTIVE GEOMETRIC OPTICS FOR BLOCH WAVE PACKETS GREGOIRE ALLAIRE1
Smooth Localized Parametric Resonance for Wave Equations Ferruccio COLOMBINI
Hyperbolic Systems Modeling Currency Elena Quercioli, Jeffrey Rauch
Modeling the Dispersion of Light Phillipe DONNAT
Finite Speed for Symmetrizable Hyperbolic Jefffrey RAUCH
Global solutions to Maxwell equations in a ferromagnetic medium *
Validity of Nonlinear Geometric Optics with Times Growing Logarithmically
Nonlinear Asymptotics for Hyperbolic Internal Waves of Small Width Olivier GUES