An Ising model having permutation spin motivated by a permutation complexity measure von Dukes, Mark

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Counting tournament score sequences von Anders Claesson, Mark Dukes, Atli Fannar Franklín, Sigurður Örn Stefánsson

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The sandpile model on the complete split graph, Motzkin words, and tiered parking functions von Dukes, Mark

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A note on the lacking polynomial of the complete bipartite graph von Alofi, Amal, Dukes, Mark

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A simple declarative model of the Federal Disaster Assistance Policy - modelling and measuring transparency von Dukes, Mark

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Stakeholder Utility Measures for Declarative Processes and Their Use in Process Comparisons von Dukes, Mark

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A Bump Statistic on Permutations Resulting from the Robinson–Schensted Correspondence von Dukes, Mark, Mullins, Andrew

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Difference ascent sequences von Dukes, Mark, Sagan, Bruce E.

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Revstack Sort, Zigzag Patterns, Descent Polynomials of $t$-Revstack Sortable Permutations, and Steingrímsson's Sorting Conjecture von Dukes, Mark

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The sandpile model, polyominoes, and a $q,t$-Narayana polynomial von Dukes, Mark, Le Borgne, Yvan

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Weak ascent sequences and related combinatorial structures von Bényi, Beáta, Claesson, Anders, Dukes, Mark

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Ascent Sequences and Upper Triangular Matrices Containing Non-Negative Integers von Dukes, Mark, Parviainen, Robert

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Refining the bijections among ascent sequences, (2+2)-free posets, integer matrices and pattern-avoiding permutations von Dukes, Mark, McNamara, Peter R.W.

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Decomposing recurrent states of the abelian sandpile model von Dukes, Mark, Selig, Thomas

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A $q,t-$analogue of Narayana numbers von Aval, Jean-Christophe, D'Adderio, Michele, Dukes, Mark, Hicks, Angela, Le Borgne, Yvan

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Parallelogram polyominoes, the sandpile model on a complete bipartite graph, and a q,t-Narayana polynomial von Dukes, Mark, Le Borgne, Yvan

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Partition and composition matrices: two matrix analogues of set partitions von Claesson, Anders, Dukes, Mark, Kubitzke, Martina

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Surveys in Combinatorics 2017 von Claesson, Anders, Dukes, Mark, Kitaev, Sergey, Manlove, David, Meeks, Kitty

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The Abelian sandpile model on Ferrers graphs — A classification of recurrent configurations von Dukes, Mark, Selig, Thomas, Smith, Jason P., Steingrímsson, Einar

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( 2 + 2 ) -free posets, ascent sequences and pattern avoiding permutations von Bousquet-Mélou, Mireille, Claesson, Anders, Dukes, Mark, Kitaev, Sergey

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