84 citations · 266 across the 26 of their papers we have counts for
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math.AG2010
Vanishing products of one-forms and critical points of master functions
Daniel C. Cohen, Graham Denham, Michael Falk +1
Let \A be an affine hyperplane arrangement in $\C^\ell$ with complement . Let be linear polynomials defining the hyperplanes of \A, and the algebra of…
math.CO2010★ 9 cited
Eigenvectors for a random walk on a hyperplane arrangement
Graham Denham
We find explicit eigenvectors for the transition matrix of a random walk due to Bidegare, Hanlon and Rockmore. This is accomplished by using Brown and Diaconis' analysis of its sta…
math.AG2010
Complexes, duality and Chern classes of logarithmic forms along hyperplane arrangements
Graham Denham, Mathias Schulze
We describe dualities and complexes of logarithmic forms and differentials for central affine and corresponding projective arrangements. We generalize the Borel-Serre formula from…