4 citations · 8 across the 6 of their papers we have counts for
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math.AG2014★ 4 cited
Embeddings of Demi-Normal Varieties
Jeremy Berquist
Our primary result is that a demi-normal quasi-projective variety can be embedded in a demi-normal projective variety. Recall that a demi-normal variety is a variety with prope…
math.AG2014★ 4 cited
On Semirational Singularities
Jeremy Berquist
We study semiresolutions of quasi-projective varieties with properties , , and seminormality. Equivalently, these are varieties with Serre's property, such that…
math.CO2014
The Obstacle Problem on Graphs and Other Results
Jeremy Berquist
Our primary motivation is existence and uniqueness for the obstacle problem on graphs. That is, we look for unique solutions to the problem , where is the Lap…