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20082012
most citedCellular Resolutions of Ideals Defined by Simplicial Homomorphisms

2 citations · 4 across the 6 of their papers we have counts for

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math.CO2012

From flag complexes to banner complexes

Steven Klee, Isabella Novik

A notion of an -banner simplicial complex is introduced. For various values of , these complexes interpolate between the class of flag complexes and the class of all simplici…

math.CO20111 cited

-vectors of small matroid complexes

Jesus DeLoera, Yvonne Kemper, Steven Klee

Stanley conjectured in 1977 that the -vector of a matroid simplicial complex is a pure -sequence. We give simple constructive proofs that the conjecture is true for matroids…

math.CO20112 cited

Cellular Resolutions of Ideals Defined by Simplicial Homomorphisms

Benjamin Braun, Jonathan Browder, Steven Klee

In this paper we introduce the class of ordered homomorphism ideals and prove that these ideals admit minimal cellular resolutions constructed as homomorphism complexes. As a key i…

math.CO2011

Centrally symmetric manifolds with few vertices

Steven Klee, Isabella Novik

A centrally symmetric -vertex combinatorial triangulation of the product of spheres is constructed for all pairs of non-negative integers and with…

math.CO20091 cited

Balanced complexes and complexes without large missing faces

Michael Goff, Steven Klee, Isabella Novik

The face numbers of simplicial complexes without missing faces of dimension larger than are studied. It is shown that among all such -dimensional complexes with non-vani…

math.CO2008

The Fundamental Group of Balanced Simplicial Complexes and Posets

Steven Klee

We establish an upper bound on the cardinality of a minimal generating set for the fundamental group of a large family of connected, balanced simplicial complexes and, more general…