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Neil
Lyall Professor of Mathematics, University of Georgia Graduate Coordinator Double Dawgs Program Advisor Research Interests: Arithmetic Combinatorics and Harmonic Analysis Graduate Students: Current: Alex Newman Peter Woolfitt Former: Hans Parshall (Graduated August 2017, now at Western Washington University) Lauren Huckaba (Graduated August 2016, now at the NSA) Alex Rice (Graduated August 2012, now at Millsaps College)
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Some Recent Papers:
Some expository/unpublished notes In this extract from Product
of simplices
and sets of positive upper density in
R^d
we present a new direct
proof of the fact that any subset of R^d with
positive upper Banach
density necessarily contains an isometric copy of all sufficiently large dilates of any fixed non-degenerate k-dimensional simplex provided d is greater than or equal to k+1. The full collection: Preprints and expository notes The contents and opinions expressed on
this web page do not necessarily reflect the views
of nor are they endorsed by the university system of
georgia
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