Seeger, Andreas - Department of Mathematics, University of Wisconsin at Madison

• ENDPOINT MAXIMAL AND SMOOTHING ESTIMATES FOR SCHRODINGER EQUATIONS
• ON RADIAL AND CONICAL FOURIER MULTIPLIERS YARYONG HEO FEDOR NAZAROV ANDREAS SEEGER
• RADON TRANSFORMS AND FINITE TYPE CONDITIONS Andreas Seeger
• MEAN LATTICE POINT DISCREPANCY BOUNDS, II: CONVEX DOMAINS IN THE PLANE
• Estimates for generalized Radon transforms in three and four dimensions
• ENDPOINT INEQUALITIES FOR BOCHNER-RIESZ MULTIPLIERS IN THE PLANE
• RADIAL FOURIER MULTIPLIERS IN HIGH DIMENSIONS FEDOR NAZAROV AND ANDREAS SEEGER
• IMPROVED BOUNDS FOR STEIN'S SQUARE FUNCTIONS SANGHYUK LEE KEITH M. ROGERS ANDREAS SEEGER
• FOURIER INTEGRAL OPERATORS WITH CUSP SINGULARITIES Allan Greenleaf and Andreas Seeger
• IMPROVED BOUNDS FOR STEIN'S SQUARE FUNCTIONS SANGHYUK LEE KEITH M. ROGERS ANDREAS SEEGER
• EXTENSIONS OF THE STEIN-TOMAS THEOREM JONG-GUK BAK ANDREAS SEEGER
• A VARIATION NORM CARLESON THEOREM RICHARD OBERLIN ANDREAS SEEGER TERENCE TAO
• RADIAL FOURIER MULTIPLIERS IN HIGH DIMENSIONS YARYONG HEO FEDOR NAZAROV ANDREAS SEEGER
• ON PLATE DECOMPOSITIONS OF CONE MULTIPLIERS GUSTAVO GARRIG OS AND ANDREAS SEEGER
• RESTRICTION OF FOURIER TRANSFORMS TO CURVES AND RELATED OSCILLATORY INTEGRALS
• LOW REGULARITY CLASSES AND ENTROPY NUMBERS ANDREAS SEEGER WALTER TREBELS
• AVERAGE DECAY ESTIMATES FOR FOURIER TRANSFORMS OF MEASURES SUPPORTED ON CURVES
• MEAN LATTICE POINT DISCREPANCY BOUNDS, II: CONVEX DOMAINS IN THE PLANE
• NECESSARY CONDITIONS FOR VECTOR-VALUED OPERATOR INEQUALITIES
• SINGULAR INTEGRAL AND MAXIMAL OPERATORS ASSOCIATED TO HYPERSURFACES: Lp THEORY
• We correct an error in our paper "Singular maximal functions and Radon transforms in L1 ican Journal of Mathematics, 126 (2004), 607647. The error is in the estimation of the measure of the
• OSCILLATORY INTEGRAL OPERATORS WITH LOWORDER DEGENERACIES
• ON X-RAY TRANSFORMS FOR RIGID LINE COMPLEXES AND INTEGRALS OVER CURVES IN R4
• MEAN SQUARE DISCREPANCY BOUNDS FOR THE NUMBER OF LATTICE POINTS IN LARGE CONVEX BODIES
• RIESZ MEANS ASSOCIATED WITH CONVEX DOMAINS IN THE PLANE Andreas Seeger Sarah Ziesler
• A CALDERONZYGMUND ESTIMATE WITH APPLICATIONS TO GENERALIZED RADON
• SHARP LORENTZ SPACE ESTIMATES FOR ROUGH OPERATORS Andreas Seeger and Terence Tao
• ON AVERAGING OPERATORS ASSOCIATED WITH CONVEX HYPERSURFACES OF FINITE TYPE
• A FAMILY OF SINGULAR OSCILLATORY INTEGRAL OPERATORS AND FAILURE OF WEAK AMENABILITY
• ENDPOINT MAPPING PROPERTIES OF SPHERICAL MAXIMAL OPERATORS Andreas Seeger Terence Tao James Wright
• Lp SOBOLEV REGULARITY OF A RESTRICTED X-RAY TRANSFORM IN R3
• OSCILLATORY INTEGRAL OPERATORS WITH LOW--ORDER DEGENERACIES
• This is a free offprint provided to the author by the publisher. Copyright restrictions may apply. Contemporary Mathematics
• CLASSES OF SINGULAR INTEGRALS ALONG CURVES AND SURFACES Andreas Seeger, Stephen Wainger, James Wright and Sarah Ziesler
• TWO PROBLEMS ASSOCIATED WITH CONVEX FINITE TYPE DOMAINS Alexander Iosevich Eric Sawyer Andreas Seeger
• ON MAXIMAL FUNCTIONS FOR MIKHLINH
• A FAMILY OF SINGULAR OSCILLATORY INTEGRAL OPERATORS AND FAILURE OF WEAK AMENABILITY
• POINTWISE CONVERGENCE OF LACUNARY SPHERICAL MEANS
• OSCILLATORY AND FOURIER INTEGRAL OPERATORS WITH DEGENERATE CANONICAL RELATIONS
• SINGULAR SPHERICAL MAXIMAL OPERATORS ON A CLASS OF TWO STEP NILPOTENT LIE GROUPS
• REGULARITY PROPERTIES OF WAVE PROPAGATION ON CONIC MANIFOLDS AND APPLICATIONS TO SPECTRAL MULTIPLIERS
• WEIGHTED INEQUALITIES FOR BOCHNER-RIESZ MEANS IN THE PLANE
• BOUNDS FOR SINGULAR FRACTIONAL INTEGRALS AND RELATED FOURIER INTEGRAL OPERATORS
• SINGULAR RADON TRANSFORMS AND MAXIMAL FUNCTIONS UNDER CONVEXITY ASSUMPTIONS
• STRONG VARIATIONAL AND JUMP INEQUALITIES IN HARMONIC ANALYSIS
• TWO ENDPOINT BOUNDS FOR GENERALIZED RADON TRANSFORMS IN THE PLANE
• ON XRAY TRANSFORMS FOR RIGID LINE COMPLEXES AND INTEGRALS OVER CURVES IN R 4
• STRONG VARIATIONAL AND JUMP INEQUALITIES IN HARMONIC ANALYSIS
• SINGULAR SPHERICAL MAXIMAL OPERATORS ON A CLASS OF TWO STEP NILPOTENT LIE GROUPS
• A NOTE ON MAXIMAL OPERATORS ASSOCIATED WITH HANKEL MULTIPLIERS
• CHARACTERIZATIONS OF HANKEL MULTIPLIERS GUSTAVO GARRIGOS AND ANDREAS SEEGER
• OSCILLATORY AND FOURIER INTEGRAL OPERATORS WITH DEGENERATE CANONICAL RELATIONS
• WEIGHTED INEQUALITIES FOR BOCHNERRIESZ MEANS IN THE PLANE
• TWO ENDPOINT BOUNDS FOR GENERALIZED RADON TRANSFORMS IN THE PLANE
• REGULARITY OF AVERAGES OVER CURVES AND BOUNDS FOR ASSOCIATED MAXIMAL OPERATORS
• ON OSCILLATORY INTEGRAL OPERATORS WITH FOLDING CANONICAL RELATIONS
• MAXIMAL FUNCTIONS ASSOCIATED WITH FOURIER MULTIPLIERS OF MIKHLINH
• CLASSES OF SINGULAR INTEGRAL OPERATORS ALONG VARIABLE LINES
• SINGULAR MAXIMAL FUNCTIONS AND RADON TRANSFORMS NEAR L 1 Andreas Seeger Terence Tao James Wright
• THE FOURIER EXTENSION OPERATOR ON LARGE SPHERES AND RELATED OSCILLATORY INTEGRALS
• A MIXED NORM VARIANT OF WOLFF'S INEQUALITY FOR PARABOLOIDS
• PROBLEMS ON AVERAGES AND LACUNARY MAXIMAL FUNCTIONS
• RESTRICTION OF FOURIER TRANSFORMS TO CURVES II: SOME CLASSES WITH VANISHING TORSION
• RESTRICTION OF FOURIER TRANSFORMS TO CURVES: AN ENDPOINT ESTIMATE
• Math. Res. Lett. 18 (2011), no. 04, 767781 c International Press 2011 EXTENSIONS OF THE STEINTOMAS THEOREM
• ON SPACE-TIME ESTIMATES FOR THE SCHRODINGER OPERATOR SANGHYUK LEE KEITH M. ROGERS ANDREAS SEEGER
• LEBESGUE SPACE ESTIMATES FOR A CLASS OF FOURIER INTEGRAL OPERATORS ASSOCIATED WITH WAVE PROPAGATION
• PROBLEMS ON AVERAGES AND LACUNARY MAXIMAL FUNCTIONS
• RESTRICTION OF FOURIER TRANSFORMS TO CURVES: AN ENDPOINT ESTIMATE