23 citations · 64 across the 21 of their papers we have counts for
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math.AG2010★ 3 cited
On the Hall algebra of coherent sheaves on P^1 over F_1
Matt Szczesny
We define and study the category $Coh_n(\Pone)$ of normal coherent sheaves on the monoid scheme $\Pone$ (equivalently, the -scheme $\Pone / \fun$ in the sense of Co…
math.CO2010★ 1 cited
Pre-Lie algebras and Incidence Categories of Colored Rooted Trees
Matt Szczesny
The incidence category $\C_{\F}$ of a family $\F$ of colored posets closed under disjoint unions and the operation of taking convex sub-posets was introduced by the author in \cite…
math.QA2010★ 4 cited
Representations of Quivers over F1
Matthew Szczesny
We define and study the category $\RepQ$ of representations of a quiver in $\VFun$ - the category of vector spaces "over $\Fun$". $\RepQ$ is an $\Fun$-linear category possessing ke…