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- W3132674438 abstract "The determination of 1-factorizations $F$ of girth-regular graphs of girth, regular degree and chromatic index $g$ is undertaken for the cases in which each girth cycle intersects every 1-factor of $F$, for $gin{3,4,5,6}$. This endeavor may apply to priority assignment problems, managerial situations in optimization and decision making. Applications to hamiltonian decomposability (via union of pairs of 1-factors) and to 3-dimensional geometry (Mobius-strip compounds and hollow-triangle polylinks) are given." @default.
- W3132674438 created "2021-03-01" @default.
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- W3132674438 date "2021-02-13" @default.
- W3132674438 modified "2023-09-27" @default.
- W3132674438 title "Tight factorizations of girth-$g$-regular graphs" @default.
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