activity
20172022
most citedHomological invariants of determinantal thickenings

4 citations · 7 across the 4 of their papers we have counts for

collaborators

12 papers

math.AG20223 cited

Cohomology of line bundles on the incidence correspondence

Zhao Gao, Claudiu Raicu

For a finite dimensional vector space V of dimension n, we consider the incidence correspondence (or partial flag variety) X in P(V) x P(V*), parametrizing pairs consisting of a po…

math.AG2021

Borel-Moore homology of determinantal varieties

András C. Lőrincz, Claudiu Raicu

We compute the rational Borel-Moore homology groups for affine determinantal varieties in the spaces of general, symmetric, and skew-symmetric matrices, solving a problem suggested…

math.AG2021

Euler obstructions for the Lagrangian Grassmannian

Paul LeVan, Claudiu Raicu

We prove a case of a positivity conjecture of Mihalcea-Singh, concerned with the local Euler obstructions associated to the Schubert stratification of the Lagrangian Grassmannian L…

math.AG2021

Local Euler obstructions for determinantal varieties

András C. Lőrincz, Claudiu Raicu

The goal of this note is to explain a derivation of the formulas for the local Euler obstructions of determinantal varieties of general, symmetric and skew-symmetric matrices, by s…

math.AC2019

Regularity of S_n-invariant monomial ideals

Claudiu Raicu

For a polynomial ring S in n variables, we consider the natural action of the symmetric group S_n on S by permuting the variables. For an S_n-invariant monomial ideal I in S and j…

math.CO2019

Feasibility criteria for high-multiplicity partitioning problems

Claudiu Raicu

For fixed weights w_1,...,w_n, and for d>0, we let B denote a collection of d*n balls, with d balls of weight w_i for each i=1,...,n. We consider the problem of assigning the balls…