摘要
Carvalho, Lucchesi and Murty proved that any 1-extendable graph
different from and has at least
edge-disjoint removable ears, and any brick distinct from
and has at least removable edges,
where denotes the maximum degree of . In this paper,
we improve the lower bounds for numbers of removable ears and
removable edges of 1-extendable graphs. It is proved that any
1-extendable graph different from and has at
least edge-disjoint removable ears, and any brick
distinct from and has at least
removable edges, where denotes the edge-chromatic number
of .
Abstract
Carvalho, Lucchesi and Murty proved that any 1-extendable graph
different from and has at least
edge-disjoint removable ears, and any brick distinct from
and has at least removable edges,
where denotes the maximum degree of . In this paper,
we improve the lower bounds for numbers of removable ears and
removable edges of 1-extendable graphs. It is proved that any
1-extendable graph different from and has at
least edge-disjoint removable ears, and any brick
distinct from and has at least
removable edges, where denotes the edge-chromatic number
of .
关键词
1-extendable graphs /
removable ear /
removable edge.
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Key words
1-extendable graphs /
removable ear /
removable edge.
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Shaohui ZHAI
, Xiaofeng GUO.
, {{custom_author.name_cn}}.
REMOVABLE EARS OF 1-EXTENDABLE GRAPHS. 系统科学与复杂性(英文), 2010, 23(2): 372-378 https://doi.org/10.1007/s11424-010-7122-0
Shaohui ZHAI
, Xiaofeng GUO.
, {{custom_author.name_en}}.
REMOVABLE EARS OF 1-EXTENDABLE GRAPHS. Journal of Systems Science and Complexity, 2010, 23(2): 372-378 https://doi.org/10.1007/s11424-010-7122-0
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脚注
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