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Poltoratski, Alexei - Department of Mathematics, Texas A&M University
Families of spectral measures with mixed types 2: New proofs.
MAXIMAL PROPERTIES OF THE NORMALIZED CAUCHY TRANSFORM
Introduction This note analyzes spectral behavior of a selfadjoint operator under a rank
EQUIVALENCE UP TO A RANK ONE PERTURBATION Alexei G. Poltoratski
MEROMORPHIC INNER FUNCTIONS, TOEPLITZ KERNELS, AND THE UNCERTAINTY PRINCIPLE
INTEGRAL REPRESENTATIONS AND UNIQUENESS SETS FOR STAR-INVARIANT SUBSPACES.
THE BOUNDARY BEHAVIOR OF PSEUDOCONTINUABLE FUNCTIONS
FINITE RANK PERTURBATIONS OF SINGULAR SPECTRA Alexei G. Poltoratski
PROPERTIES OF EXPOSED POINTS IN THE UNIT BALL OF H1. Alexei G. Poltoratski
THE KREIN SPECTRAL SHIFT AND RANK ONE PERTURBATIONS OF SPECTRA
Coexistence of spectra in rank-one perturbation problems.
SURVIVAL PROBABILITY IN RANK-ONE PERTURBATION PROBLEMS
ON THE DISTRIBUTIONS OF BOUNDARY VALUES OF CAUCHY INTEGRALS.
IMAGES OF NON-TANGENTIAL SECTORS UNDER CAUCHY TRANSFORMS
ASYMPTOTIC GROWTH OF CAUCHY TRANSFORMS P. W. JONES AND A. G. POLTORATSKI
