Christian Huck

collaborators

2 papers

math.MG2008★ 4 cited

On the Existence of $U$ -Polygons of Class $c \geq 4$ in Planar Point Sets

Christian Huck

For a finite set $U$ of directions in the Euclidean plane, a convex non-degenerate polygon $P$ is called a $U$ -polygon if every line parallel to a direction of $U$ that meets a ver…

math-ph2008★ 1 cited

Discrete Tomography of F-Type Icosahedral Model Sets

Christian Huck

We address the problem of uniquely reconstructing F-type icosahedral quasicrystals from few images produced by quantitative high resolution transmission electron microscopy and exp…

On the Existence of U-Polygons of Class c≥4 in Planar Point Sets

Discrete Tomography of F-Type Icosahedral Model Sets

On the Existence of $U$ -Polygons of Class $c \geq 4$ in Planar Point Sets