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Interpreted as:

title:(The AND Erdos-Posa AND property AND for AND odd AND cycles AND in AND graphs AND of AND large AND connectivity)

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1 Report

The Erdos-Posa property for odd cycles in graphs of large connectivity

Year: 1999

Language: English

ngacp of jdleki hbm
2 Journal article

The Erdos-Posa property for odd cycles in graphs of large connectivity

obtain a result of Erdos-Posa type for odd cycles in graphs of large connectivity Also, every 2(3162)-connected graph contains a totally odd K-4-subdivision, that is, a subdivision of K-4 in which each edge of K-4 corresponds to an odd path, if and only if the deletion of any vertex leaves a nonbipartite

Year: 2001

Language: English

ne abcmpl i kodgfjh

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