Leah Gold

 Leah Gold Ph.D. (2002) Cornell University

First Position

VIGRE postdoctoral position at Texas A&M University

Dissertation

Homological Results in Commutative Algebra

$$\prod_{i=1}^d\frac{M_i}{d!},$$
where $M_i$ is the maximal degree of an ith syzygy. Using the minimal free resolutions as constructed by Peeva and Sturmfels, we show that this bound holds for codimension 2 lattice ideals.