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math.AC2017
Combinatorial Reductions for the Stanley Depth of and
Mitchel T. Keller, Stephen J. Young
We develop combinatorial tools to study the relationship between the Stanley depth of a monomial ideal and the Stanley depth of its compliment, . Using these results we ar…
math.AC2009★ 6 cited
On the Stanley Depth of Squarefree Veronese Ideals
Mitchel T. Keller, Yi-Huang Shen, Noah Streib +1
Let be a field and . In 1982, Stanley defined what is now called the Stanley depth of an -module , denoted $\sdepth(M)$, and conjectured that $\depth(M)…