P. Zeiner

activity

20062017

most citedCoincidence rotations of the root lattice

A_{4}

25 citations · 70 across the 15 of their papers we have counts for

collaborators

Showing 2013Show all

3 papers · 1 filter

math.NT2013

Well-rounded sublattices of planar lattices

Michael Baake, Rudolf Scharlau, Peter Zeiner

A lattice in Euclidean $d$ -space is called well-rounded if it contains $d$ linearly independent vectors of minimal length. This class of lattices is important for various questions…

math.MG2013

CSLs of the root lattice $A_{4}$

Manuela Heuer, Peter Zeiner

Recently, the group of coincidence isometries of the root lattice $A_{4}$ has been determined providing a classification of these isometries with respect to their coincidence indices…

math.MG2013★ 6 cited

The coincidence problem for shifted lattices and crystallographic point packings

Manuel Joseph C. Loquias, Peter Zeiner

A coincidence site lattice is a sublattice formed by the intersection of a lattice $Γ$ in $R^{d}$ with the image of $Γ$ under a linear isometry. Such a linear isometry is re…

Well-rounded sublattices of planar lattices

CSLs of the root lattice A4​

The coincidence problem for shifted lattices and crystallographic point packings

CSLs of the root lattice $A_{4}$