Null Sets and Analytic Continuation.
A Theorem of Radó.
On Menshoff's Set of Multiplicity.
On Transformation of Exceptional sets
Continuous measures and analytic sets
A Kronecker theorem in functional analysis
On the theorem of Jarník and Besicovitch
Some measures determined by mappings of the Cantor set
Extreme points and descriptive sets
A class of closed, bounded, convex sets in the Banach space is shown to be a complete PCA set.
PCA sets and convexity
Three sets occurring in functional analysis are shown to be of class PCA (also called ) and to be exactly of that class. The definition of each set is close to the usual objects of modern analysis, but some subtlety causes the sets to have a greater complexity than expected. Recent work in a similar direction is in [1, 2, 10, 11, 12].
A construction in Boolean algebras
Ordered sets and compact spaces
On certain singular measures
Perfect sets in some groups
On the zeroes of some random functions
On the sum of two Brownian paths
The spectrum of an infinite product measure
Remark on Fourier-Stieltjes transforms of continuous measures
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