Victor Reiner

most citedReciprocal domains and Cohen-Macaulay

d

-complexes in

R^{d}

2 citations · 2 across the 1 of their papers we have counts for

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math.CO2008

Differential posets and Smith normal forms

Alexander Miller, Victor Reiner

We conjecture a strong property for the up and down maps U and D in an r-differential poset: DU+tI and UD+tI have Smith normal forms over Z[t]. In particular, this would determine…

math.CO2004★ 2 cited

Reciprocal domains and Cohen-Macaulay $d$ -complexes in $R^{d}$

Ezra Miller, Victor Reiner

We extend a reciprocity theorem of Stanley about enumeration of integer points in polyhedral cones when one exchanges strict and weak inequalities. The proof highlights the roles p…

Differential posets and Smith normal forms

Reciprocal domains and Cohen-Macaulay d-complexes in Rd

Reciprocal domains and Cohen-Macaulay $d$ -complexes in $R^{d}$