New results regarding the permutation cycle structure of almost Moore digraphs

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Bibliographic Details
Main Authors: Edy T. Baskoro, Arnau Messegué, Josep M. Miret
Format: Article
Language:English
Published: Shahin Digital Publisher 2025-07-01
Series:Discrete Mathematics Letters
Subjects:
Online Access:https://www.dmlett.com/archive/v16/DML25_v16_pp1-7.pdf
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author Edy T. Baskoro
Arnau Messegué
Josep M. Miret
author_facet Edy T. Baskoro
Arnau Messegué
Josep M. Miret
author_sort Edy T. Baskoro
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institution Matheson Library
issn 2664-2557
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publisher Shahin Digital Publisher
record_format Article
series Discrete Mathematics Letters
spelling doaj-art-a2e658568e134a5cb341d93738d03f1c2025-07-29T17:49:57ZengShahin Digital PublisherDiscrete Mathematics Letters2664-25572025-07-01161710.47443/dml.2025.054New results regarding the permutation cycle structure of almost Moore digraphsEdy T. BaskoroArnau MesseguéJosep M. Mirethttps://www.dmlett.com/archive/v16/DML25_v16_pp1-7.pdfdigraphsmoore bounddegree-diameter problempermutation cycle structure
spellingShingle Edy T. Baskoro
Arnau Messegué
Josep M. Miret
New results regarding the permutation cycle structure of almost Moore digraphs
Discrete Mathematics Letters
digraphs
moore bound
degree-diameter problem
permutation cycle structure
title New results regarding the permutation cycle structure of almost Moore digraphs
title_full New results regarding the permutation cycle structure of almost Moore digraphs
title_fullStr New results regarding the permutation cycle structure of almost Moore digraphs
title_full_unstemmed New results regarding the permutation cycle structure of almost Moore digraphs
title_short New results regarding the permutation cycle structure of almost Moore digraphs
title_sort new results regarding the permutation cycle structure of almost moore digraphs
topic digraphs
moore bound
degree-diameter problem
permutation cycle structure
url https://www.dmlett.com/archive/v16/DML25_v16_pp1-7.pdf
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AT arnaumessegue newresultsregardingthepermutationcyclestructureofalmostmooredigraphs
AT josepmmiret newresultsregardingthepermutationcyclestructureofalmostmooredigraphs