Title of article :
Tolerance intersection graphs on binary trees with constant tolerance 3 Original Research Article
Author/Authors :
Robert E. Jamison، نويسنده , , Henry Martyn Mulder، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2000
Pages :
17
From page :
115
To page :
131
Abstract :
A chordal graph is the intersection graph of a family of subtrees of a tree, or, equivalently, it is the (edge-)intersection graph of leaf-generated subtrees of a full binary tree. In this paper, a generalization of chordal graphs from this viewpoint is studied: a graph G=(V,E) is representable if there is a family of subtrees {Sv}v∈V of a binary tree, such that uv∈E if and only if |Su∩Sv|⩾3.
Keywords :
Intersection graph , Binary tree , Tolerance , k-simplicial elimination scheme , Subtree representation , Chordal graph
Journal title :
Discrete Mathematics
Serial Year :
2000
Journal title :
Discrete Mathematics
Record number :
950373
Link To Document :
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