6 citations · 10 across the 5 of their papers we have counts for
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math.CO2005★ 6 cited
The Jacobian Conjecture as a problem in combinatorics
David Wright
The Jacobian Conjecture has been reduced to the symmetric homogeneous case. In this paper we give an inversion formula for the symmetric case and relate it to a combinatoric struct…
math.CO2003★ 3 cited
A New Approach to Order Polynomials of Labeled Posets and Their Generalizations
John Shareshian, David Wright, Wenhua Zhao
In this paper, we first give formulas for the order polynomial $Ω(\Pw; t)$ and the Eulerian polynomial $e(\Pw; λ)$ of a finite labeled poset using the adjacency matrix of…