G. Kemper

most citedOn reconstructing n-point configurations from the distribution of distances or areas

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.AC2004

On Reconstructing Configurations of Points in $P^{2}$ from a Joint Distribution of Invariants

Mireille Boutin, Gregor Kemper

Consider the diagonal action of the projective group $\PGL_3$ on $n$ copies of $P^{2}$ . In addition, consider the action of the symmetric group $Σ_{n}$ by permuting the copie…

math.MG2003

Which Point Configurations are Determined by the Distribution of their Pairwise Distances?

Mireille Boutin, Gregor Kemper

In a previous paper we showed that, for any $n \geq m + 2$ , most sets of $n$ points in $\RR^m$ are determined (up to rotations, reflections, translations and relabeling of the points)…

math.AC2003★ 2 cited

On reconstructing n-point configurations from the distribution of distances or areas

Mireille Boutin, Gregor Kemper

One way to characterize configurations of points up to congruence is by considering the distribution of all mutual distances between points. This paper deals with the question if p…

On Reconstructing Configurations of Points in P2 from a Joint Distribution of Invariants

Which Point Configurations are Determined by the Distribution of their Pairwise Distances?

On reconstructing n-point configurations from the distribution of distances or areas

On Reconstructing Configurations of Points in $P^{2}$ from a Joint Distribution of Invariants