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文書・図像類

閉路や木構造の存在を保証する不変量に関する研究

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閉路や木構造の存在を保証する不変量に関する研究

Material type
文書・図像類
Author
山下, 登茂記
Publisher
近畿大学
Publication date
2016
Material Format
Digital
Capacity, size, etc.
-
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研究種目：若手研究(B); 研究期間：2012～2015; 課題番号：24740074; 研究分野：グラフ理論; 科研費の分科・細目：Research Paperapplication/pdf

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https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-24740074/

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Summary, etc.：

研究成果の概要（和文）：2008年の論文で小関氏と代表者は，ハミルトン閉路が存在するための「位数，連結度，独立数を含んだ次数和条件」に関して，次数の和をとる頂点数を2頂点，3頂点，4頂点としたとき，その最良の下限は，公差が"独立数-1"の等差数列をなすという規則性を発見した．この規則性は５頂点以上の...

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Digital

Material Type
文書・図像類
Title
閉路や木構造の存在を保証する不変量に関する研究
Author/Editor
山下, 登茂記
Author Heading
山下, 登茂記
Publication, Distribution, etc.
近畿大学
Publication Date
2016
Publication Date (W3CDTF)
2016
Alternative Title
A study on invariants that guarantee the existence of cycles and trees
Periodical title
科学研究費助成事業研究成果報告書 (2015)
Pages
1-4