My current research interests include
sequence spaces and applied mathematics. The main focus of my interest
in sequence spaces is in the area of 'statistical convergence', which
has nothing to do with statistics. Rather, a sequence is statistically
convergent to zero if, for every epsilon greater than zero, the set
of of indices for which the terms of the sequence are greater than
epsilon is a 'null set'. The best view of bounded statistically convergent
sequences comes from considering them as a class of continuous functions
on the Stone-Cech compactification of the natural numbers. My interest
in 'applied mathematics' is in very applied mathematics. Currently
I am especially interested in using wavelet analysis to analyze biological
data. This may involve some real statistics.
