19 citations · 43 across the 8 of their papers we have counts for
3 papers · 1 filter
Spherical 2-designs and lattices from Abelian groups
Albrecht Boettcher, Simon Eisenbarth, Lenny Fukshansky +2
We consider lattices generated by finite Abelian groups. We prove that such a lattice is strongly eutactic, which means the normalized minimal vectors of the lattice form a spheric…
From convergence in distribution to uniform convergence
Johan Manuel Bogoya, Albrecht Boettcher, Egor A. Maximenko
We present conditions that allow us to pass from the convergence of probability measures in distribution to the uniform convergence of the associated quantile functions. Under thes…
Lattices from Hermitian function fields
Albrecht Boettcher, Lenny Fukshansky, Stephan Ramon Garcia +1
We consider the well-known Rosenbloom-Tsfasman function field lattices in the special case of Hermitian function fields. We show that in this case the resulting lattices are genera…