Denissov, Serguei - Department of Mathematics, University of Wisconsin at Madison

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Denissov, Serguei - Department of Mathematics, University of Wisconsin at Madison

Weak asymptotics for Schr odinger evolution Sergey A. Denisov 1
O'S DIFFUSION IN MULTIDIMENSIONAL SCATTERING WITH SIGNINDEFINITE POTENTIALS.
AN EVOLUTIONS EQUATION AS THE WKB CORRECTION IN LONGTIME ASYMPTOTICS OF SCHR
ODINGER OPERATORS AND ASSOCIATED HYPERBOLIC SERGEY A. DENISOV
ON THE ABSOLUTELY CONTINUOUS SPECTRUM OF DIRAC SERGEY A. DENISOV
On the existence of wave operators for some Dirac operators with square summable potential.
ON THE SINGULAR SPECTRUM OF SCHR OPERATORS WITH DECAYING POTENTIAL
WAVE PROPAGATION THROUGH SPARSE POTENTIAL SERGEY A. DENISOV
ON A CONJECTURE BY Y. LAST SERGEY A. DENISOV
ZEROS OF ORTHOGONAL POLYNOMIALS ON THE REAL LINE
IT^O DIFFUSIONS, MODIFIED CAPACITY AND HARMONIC MEASURE. APPLICATIONS TO
ASYMPTOTICS OF THE ORTHOGONAL POLYNOMIALS FOR THE SZEG
Wave equation with slowly decaying potential: asymptotics of solution and wave operators
ABSOLUTELY CONTINUOUS SPECTRUM OF MULTIDIMENSIONAL SCHR
ON THE PRESERVATION OF ABSOLUTELY CONTINUOUS SPECTRUM FOR SCHR
ON RAKHMANOV'S THEOREM FOR JACOBI SERGEY A. DENISOV
SPECTRAL PROPERTIES OF SCHR ODINGER OPERATORS WITH
THE GENERIC BEHAVIOR OF SOLUTIONS TO SOME EVOLUTION EQUATIONS: ASYMPTOTICS AND SOBOLEV
On the continuous analog of Rakhmanov's Theorem for orthogonal polynomials
Orthogonal polynomials and a generalized Szego condition Polyn^omes orthogonaux et la condition de Szego generalisee
INFINITE SUPERLINEAR GROWTH OF THE GRADIENT FOR THE TWODIMENSIONAL EULER EQUATION
CONTINUOUS ANALOGS OF POLYNOMIALS ORTHOGONAL ON THE UNIT CIRCLE. KREIN SYSTEMS
DOUBLE EXPONENTIAL GROWTH OF THE VORTICITY GRADIENT FOR THE TWO-DIMENSIONAL EULER EQUATION
ON THE GROWTH OF THE POLYNOMIAL ENTROPY INTEGRALS FOR MEASURES IN THE SZEG
THE SHARP CORNER FORMATION IN 2D EULER DYNAMICS OF PATCHES: INFINITE DOUBLE EXPONENTIAL RATE OF
ON THE GROWTH OF THE POLYNOMIAL ENTROPY INTEGRALS FOR MEASURES IN THE SZEGO CLASS