1 citations · 1 across the 3 of their papers we have counts for
4 papers
Components of Hilbert Schemes of low degree and smoothable algebras
Maciej Gałązka, Hanieh Keneshlou, Klemen Šivic
In this article, we describe the irreducible components of the Hilbert scheme of points on for . The main techniques we use are the variety of commuting…
Commuting Varieties and Cohomological Complexity
Nham V. Ngo, Paul D. Levy, Klemen Šivic
In this paper we determine, for all sufficiently large, the irreducible component(s) of maximal dimension of the variety of commuting -tuples of nilpotent elements of $\math…
On the dimension of the algebra generated by two positive semi-commuting matrices
Marko Kandić, Klemen Šivic
Gerstenhaber's theorem states that the dimension of the unital algebra generated by two commuting matrices is at most . We study the analog of this question for posi…
Jet Schemes of the Commuting Matrix Pairs Scheme
B. A. Sethuraman, Klemen Šivic
We show that for all , there exists an integer such that for all the -th order jet scheme over the commuting matrix pairs scheme is reduci…