Solomyak, Boris - Department of Mathematics, University of Washington at Seattle

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Solomyak, Boris - Department of Mathematics, University of Washington at Seattle

ON THE `MANDELBROT SET' FOR PAIRS OF LINEAR MAPS: ASYMPTOTIC SELF-SIMILARITY
HAUSDORFF DIMENSION OF LIMIT SETS FOR PARABOLIC IFS WITH OVERLAPS
Spectrum of dynamical systems arising from Delone sets \Lambda Boris Solomyak y
SOME HIGH-COMPLEXITY HAMILTONIANS WITH PURELY SINGULAR CONTINUOUS SPECTRUM
ON THE DIMENSION OF SELF-SIMILAR SETS AROLY SIMON AND BORIS SOLOMYAK
VISIBILITY FOR SELF-SIMILAR SETS OF DIMENSION ONE IN THE PLANE
PROBLEMS ON SELF-SIMILAR SETS AND SELF-AFFINE SETS: AN UPDATE
PSEUDO-SELF-AFFINE TILINGS IN Rd BORIS SOLOMYAK
EXISTENCE OF L q DIMENSIONS AND ENTROPY DIMENSION FOR SELF-CONFORMAL MEASURES
THE ADIC REALIZATION OF THE MORSE TRANSFORMATION AND THE EXTENSION OF ITS ACTION ON THE SOLENOID
ERRATA TO "SPECTRUM OF DYNAMICAL SYSTEMS ARISING FROM DELONE SETS"
ZEROS OF f1; 0; 1g POWER SERIES AND CONNECTEDNESS LOCI FOR SELF-AFFINE SETS
Densities for Measures Associated with Parabolic IFS with Overlaps
EQUIVALENCE OF POSITIVE HAUSDORFF MEASURE AND THE OPEN SET CONDITION FOR SELF-CONFORMAL SETS
THE LEBESGUE MEASURE OF THE ALGEBRAIC DIFFERENCE OF TWO RANDOM CANTOR SETS
HOW LIKELY IS BUFFON'S NEEDLE TO FALL NEAR A PLANAR CANTOR SET?
Pure Point Dynamical and Diffraction May 3, 2002
PURE DISCRETE SPECTRUM FOR ONE-DIMENSIONAL SUBSTITUTION SYSTEMS OF PISOT TYPE
TWO-SYMBOL PISOT SUBSTITUTIONS HAVE PURE DISCRETE SPECTRUM
Consequences of Pure Point Diffraction Spectra for Multiset
SIXTY YEARS OF BERNOULLI CONVOLUTIONS YUVAL PERES, WILHELM SCHLAG, AND BORIS SOLOMYAK
QUASISYMMETRIC CONJUGACY BETWEEN QUADRATIC DYNAMICS AND ITERATED FUNCTION SYSTEMS
APPENDIX: POSITIVE MEASURE SELF-SIMILAR SETS WITHOUT INTERIOR
ON THE TOPOLOGY OF SUMS IN POWERS OF AN ALGEBRAIC NUMBER
SPECTRA OF BERNOULLI CONVOLUTIONS AS MULTIPLIERS IN Lp
Fractals with Positive Length and Zero Buffon Needle Probability
INVARIANT MEASURES FOR PARABOLIC IFS WITH OVERLAPS AND RANDOM CONTINUED FRACTIONS
THE SHARP HAUSDORFF MEASURE CONDITION FOR LENGTH OF PROJECTIONS
ON THE \MANDELBROT SET" FOR A PAIR OF LINEAR MAPS AND COMPLEX BERNOULLI CONVOLUTIONS
ABSOLUTE CONTINUITY FOR RANDOM ITERATED FUNCTION SYSTEMS WITH OVERLAPS