4 citations · 4 across the 4 of their papers we have counts for
4 papers
On the topology of graph picture spaces
Jeremy L. Martin
We study the space of pictures of a graph in complex projective -space. The main result is that the homology groups (with integer coefficients) of ${\m…
Geometry of graph varieties
Jeremy L. Martin
A picture P of a graph G = (V,E) consists of a point P(v) for each vertex v in V and a line P(e) for each edge e in E, all lying in the projective plane over a field k and subject…
Factorizations of some weighted spanning tree enumerators
Jeremy L. Martin, Victor Reiner
We give factorizations for weighted spanning tree enumerators of Cartesian products of complete graphs, keeping track of fine weights related to degree sequences and edge direction…
The slopes determined by n points in the plane
Jeremy L. Martin
Let , , ..., be the slopes of the lines connecting points in general position in the plane. The ideal of all algebraic relation…