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On the Pathwidth of Planar Graphs
Fomin and Thilikos in [5] conjectured that there is a constant $c$ such that, for every $2$-connected planar graph $G$, {pw}(G^*) \leq 2\text{pw}(G)+c$ (the same question was asked simutaneously by Coudert, Huc and Sereni in [4]). By the results of Boedlander and Fomin [2] this holds for every outerplanar graph and actually is tight by Coudert, Huc and
Amini, Omid+2 more
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Sub-exponential Time Parameterized Algorithms for Graph Layout Problems on Digraphs with Bounded Independence Number. [PDF]
Misra P, Saurabh S, Sharma R, Zehavi M.
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Tree diet: reducing the treewidth to unlock FPT algorithms in RNA bioinformatics. [PDF]
Marchand B, Ponty Y, Bulteau L.
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Helicopter search problems, bandwidth and pathwidth
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Digraph searching, directed vertex separation and directed pathwidth
Boting Yang, Yi Cao
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Semi-nice tree-decompositions: The best of branchwidth, treewidth and pathwidth with one algorithm
Frederic Dorn, Jan Arne Telle
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Romeo and Juliet Meeting in Forest Like Regions
Misra N, Mulpuri M, Tale P, Viramgami G.
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Ultrasound-assisted extraction of anthocyanins and phenolics from jabuticaba (Myrciaria cauliflora) peel: kinetics and mathematical modeling. [PDF]
Fernandes FAN+4 more
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Intrinsic linking of chromatin fiber in human cells
Borodzik M+8 more
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