Shuffle Product and Directed Bandwidth are XNLP-complete, settling open questions and implying parameterized hardness for scheduling with precedence delays.
In: Dell, H., Nederlof, J
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Maximum APD subset selection is polynomial-time for scanwidth at most 2, NP-hard for scanwidth 3, with an O(2^sw n) FPT algorithm and linear-time results when the induced network is reticulation-visible or has bounded invisible reticulations per biconnected component.
citing papers explorer
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The Parameterized Complexity of Scheduling with Precedence Delays: Shuffle Product and Directed Bandwidth
Shuffle Product and Directed Bandwidth are XNLP-complete, settling open questions and implying parameterized hardness for scheduling with precedence delays.
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Average-Tree Phylogenetic Diversity Parameterized by Scanwidth and Invisibility
Maximum APD subset selection is polynomial-time for scanwidth at most 2, NP-hard for scanwidth 3, with an O(2^sw n) FPT algorithm and linear-time results when the induced network is reticulation-visible or has bounded invisible reticulations per biconnected component.