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Comech, Andrew - Department of Mathematics, Texas A&M University
Cotlar-Stein Almost Orthogonality Lemma Andrew Comech
Divorce Certificate The marriage between
Asymptotics of the estimates on oscillatory integral operators with degenerate phase functions are considered. The main result is the estimate for the operator
Asymptotic Estimates for Oscillatory Integral Operators Andrew Comech
Purely Nonlinear Instability of Standing Waves with Minimal Energy
Contemporary Mathematics Type conditions and L p -L p , L p -L p 0
Integral Operators with Singular Canonical Relations
OSCILLATORY INTEGRAL OPERATORS IN SCATTERING THEORY
SIAM J. MATH. ANAL. c 2010 Society for Industrial and Applied Mathematics Vol. 42, No. 6, pp. 29442964
INTEGRAL OPERATORS WITH TWOSIDED CUSP SINGULARITIES
INTEGRAL OPERATORS WITH TWO-SIDED CUSP SINGULARITIES
SOBOLEV ESTIMATES FOR RADON TRANSFORM OF MELROSE AND TAYLOR
INTEGRAL OPERATORS WITH TWO-SIDED CUSP SINGULARITIES
Integral Operators with Singular Canonical Relations
Cotlar-Stein Almost Orthogonality Lemma Andrew Comech
CotlarStein Almost Orthogonality Lemma Andrew Comech
SOBOLEV ESTIMATES FOR RADON TRANSFORM OF MELROSE AND TAYLOR
HEIRATSURKUNDE Ivanov, Ivan Ivanovich
OSCILLATORY INTEGRAL OPERATORS IN SCATTERING THEORY
Purely Nonlinear Instability of Standing Waves with Minimal Energy
Contemporary Mathematics 0
Math 308, Midterm 1 (SAMPLE) The actual exam is on Thursday, March 8, 2012 The solutions to the sample exam will not be provided.
Math 308 Computer Project AUTHOR'S NAME, section math308.???, Texas A&M University
