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19932024
most citedSubfitness in distributive (semi)lattices

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

collaborators

8 papers

math.GN2024★ 2 cited

Subfitness in distributive (semi)lattices

Guram Bezhanishvili, James Madden, M. Andrew Moshier +2

We investigate whether the set of subfit elements of a distributive semilattice is an ideal. This question was raised by the second author at the BLAST conference in 2022. We show…

math.LO2020

Conjunctive Join Semi-Lattices

Charles N. Delzell, Oghenetega Ighedo, James J. Madden

A join-semilattice is said to be conjunctive if it has a top element and it satisfies the following first-order condition: for any two distinct , there is $c\in L…

math.CO2017

A Generating Function for the Distribution of Runs in Binary Words

James J. Madden

Let denote the number of binary words of length that begin with and contain exactly runs (i.e., maximal subwords of identical consecutive symbols) of length…

math.CO2017

Local Finiteness of Infinite Neighbor Complexes

James J. Madden

We show that if the neighbor complex, as defined by H.~Scarf, of an infinite subset of has finite dimension, then each vertex has finitely many neighbors.

math.CO2015★ 1 cited

Neighbors, Generic Sets and Scarf-Buchberger Hypersurfaces

James J. Madden, Trevor McGuire

The present paper is motivated by the need to generalize the construction of the Scarf complex in order to give combinatorial resolutions of a much broader class of modules than ju…

math.AG2010

Approximate roots of a valuation and the Pierce-Birkhoff Conjecture

François Lucas, James Madden, Daniel Schaub +1

This paper is a step in our program for proving the Piece-Birkhoff Conjecture for regular rings of any dimension (this would contain, in particular, the classical Pierce-Birkhoff c…