Matching cardinality graphs
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Show that a graph $G$ contains a matching of cardinality $p$ if and only if $q(G−S) le |S|+|G|−2p, ∀S ⊆ V (G)$.
//Again a problem that i encountered in my book about graphs theory.Any tip would be appreciated//
graph-theory
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Show that a graph $G$ contains a matching of cardinality $p$ if and only if $q(G−S) le |S|+|G|−2p, ∀S ⊆ V (G)$.
//Again a problem that i encountered in my book about graphs theory.Any tip would be appreciated//
graph-theory
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What is $q(G−S) $?
– hbm
8 hours ago
add a comment |
up vote
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up vote
0
down vote
favorite
Show that a graph $G$ contains a matching of cardinality $p$ if and only if $q(G−S) le |S|+|G|−2p, ∀S ⊆ V (G)$.
//Again a problem that i encountered in my book about graphs theory.Any tip would be appreciated//
graph-theory
New contributor
Show that a graph $G$ contains a matching of cardinality $p$ if and only if $q(G−S) le |S|+|G|−2p, ∀S ⊆ V (G)$.
//Again a problem that i encountered in my book about graphs theory.Any tip would be appreciated//
graph-theory
graph-theory
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New contributor
edited 13 hours ago
MathFun123
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459216
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asked 14 hours ago
John doe
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111
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What is $q(G−S) $?
– hbm
8 hours ago
add a comment |
What is $q(G−S) $?
– hbm
8 hours ago
What is $q(G−S) $?
– hbm
8 hours ago
What is $q(G−S) $?
– hbm
8 hours ago
add a comment |
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What is $q(G−S) $?
– hbm
8 hours ago