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ON UPPER BOUNDS OF BANDWIDTHS OF TREES

ON UPPER BOUNDS OF BANDWIDTHS OF TREES
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摘要 B(G) denotes the bandwidth of graph G. For tree T, Ve(T)={v|v∈V(T) and dT(v)=1}. In this paper, we discuss bandwidths of trees and obtain that for any tree T,B(T)and the bounds is sharp. For two extreme cases, a tree with a minimal number of internal vertices or one with a maximal number of internal vertices, that is, a star or a path, the equality holds.This bounds is much better than the previous one, B(G) . B(G) denotes the bandwidth of graph G. For tree T, Ve(T)={v|v∈V(T) and dT(v)=1}. In this paper, we discuss bandwidths of trees and obtain that for any tree T,B(T)and the bounds is sharp. For two extreme cases, a tree with a minimal number of internal vertices or one with a maximal number of internal vertices, that is, a star or a path, the equality holds.This bounds is much better than the previous one, B(G) .
作者 王建方 姚兵
出处 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 1995年第2期152-159,共8页 应用数学学报(英文版)
关键词 BANDWIDTH upper bounds Bandwidth, upper bounds
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