Browsing by Subject "best-packing"
Now showing items 1-3 of 3
-
(2006-06-21)Department: MathematicsThis work studies the behavior of the minimal discrete Riesz s-energy and best-packing distance on rectifiable sets as the cardinality N of point configurations gets large. We extend known asymptotic results for the ...
-
(2010-08-13)Department: MathematicsThis thesis discusses recent and classical results concerning the asymptotic properties (as N gets large) of ``ground state' configurations of N particles restricted to a compact set A of Hausdorff dimension d interacting ...
-
Two problems in Computational Mathematics: Multiple Orthogonal Polynomials and Greedy Energy Points (2010-05-25)Department: MathematicsIn this thesis we investigate the asymptotic behavior of greedy energy sequences on locally compact metric spaces and Euclidean spaces, and the asymptotic behavior of multiple orthogonal polynomials associated with measures ...