A Characterization of Partially Ordered Sets with Linear Discrepancy Equal to 2. - David M. Howard 002; Mitchel T. Keller; Stephen J. Young (Order, 2007)

Some results on linear discrepancy for partially ordered sets. - Mitchel T. Keller (2009)

Degree bounds for linear discrepancy of interval orders and disconnected posets. - Mitchel T. Keller; Stephen J. Young (Discret. Math., 2010)

Interval partitions and Stanley depth. - Csaba Biró; David M. Howard 002; Mitchel T. Keller; William T. Trotter; Stephen J. Young (J. Comb. Theory A, 2010)

The Reversal Ratio of a Poset. - Graham R. Brightwell; Mitchel T. Keller (Order, 2015)

Posets with Cover Graph of Pathwidth two have Bounded Dimension. - Csaba Biró; Mitchel T. Keller; Stephen J. Young (Order, 2016)

Combinatorial Reductions for the Stanley Depth of $I$ and $S/I$. - Mitchel T. Keller; Stephen J. Young (Electron. J. Comb., 2017)

Hereditary Semiorders and Enumeration of Semiorders by Dimension. - Mitchel T. Keller; Stephen J. Young (Electron. J. Comb., 2020)

Dimension of Restricted Classes of Interval Orders. - Mitchel T. Keller; Ann N. Trenk; Stephen J. Young (Graphs Comb., 2022)