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20082019
most citedOn Dantzig figures from graded lexicographic orders

4 citations · 10 across the 6 of their papers we have counts for

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math.CO2019

Random shuffles on trees using extended promotion

Svetlana Poznanović, Kara Stasikelis

The Tsetlin library is a very well studied model for the way an arrangement of books on a library shelf evolves over time. One of the most interesting properties of this Markov cha…

math.CO2017

Properties of the Promotion Markov Chain on Linear Extensions

Svetlana Poznanović, Kara Stasikelis

The Tsetlin library is a very well studied model for the way an arrangement of books on a library shelf evolves over time. One of the most interesting properties of this Markov cha…

math.CO2016★ 4 cited

On Dantzig figures from graded lexicographic orders

Akshay Gupte, Svetlana Poznanović

We construct two families of Dantzig figures, which are -polytopes with an antipodal vertex pair, from convex hulls of initial subsets for the graded lexicographic (grlex)…

math.CO2016

Graphical Mahonian Statistics on Words

Amy Grady, Svetlana Poznanović

Foata and Zeilberger defined the graphical major index, , and the graphical inversion index, , for words. These statistics are a generalization of…

math.CO2015

Sorting Index and Mahonian-Stirling Pairs for Labeled Forests

Amy Grady, Svetlana Poznanovik

Björner and Wachs defined a major index for labeled plane forests and showed that it has the same distribution as the number of inversions. We define and study the distributions of…

math.CO2014

Maximal increasing sequences in fillings of almost-moon polyominoes

Svetlana Poznanovik, Catherine H. Yan

It was proved by Rubey that the number of fillings with zeros and ones of a given moon polyomino that do not contain a northeast chain of size depends only on the set of column…

math.CO2009★ 2 cited

Major Index for 01-Fillings of Moon Polyominoes

William Y. C. Chen, Svetlana Poznanovik, Catherine H. Yan +1

We propose a major index statistic on 01-fillings of moon polyominoes which, when specialized to certain shapes, reduces to the major index for permutations and set partitions. We…

math.CO2008★ 2 cited

A Bijection Between Partially Directed Paths in the Symmetric Wedge and Matchings

Svetlana Poznanovik

We give a bijection between partially directed paths in the symmetric wedge y= +/-x and matchings, which sends north steps to nestings. This gives a bijective proof of a result of…