1) tree isomorphism
树同构
1.
Solving the tree isomorphism problem is equivalent to solve two problems: whether there exists a bi-jection between two graphs and whether the bi-jection maps on distinguished node in one graph to one distinguished node in the other graph.
基于图与树的关系,提出一种自底向上分层遍历图结点(Bottom_Up Layer Traversing)的方法,简称BULT方法,解决以上两个问题,从而得到一种线性的时间复杂度与空间复杂度的树同构判定算法,并给出了算法正确性证明。
2) subtree isomorphism
子树同构
3) isomorphism of trees
树的同构
4) isomorphic overlapped sub tree
同构交叠子树
5) JUDGMENT METHOD OF TREE ISOMORPHISM
树同构的判定方法
6) Broussonetia papyrifera
构树
1.
Analyses on Chemical Composition Fiber Morphology and Pulping Properties of Broussonetia papyrifera Bark Produced in Dry-hot Valley of the Jinshajiang River;
构树皮化学成分、纤维形态与制浆性能分析
2.
Fiber Morphology,Chemical Compositions and Pulping Properties of Xylem in Broussonetia papyrifera;
构树木质部的纤维形态、化学组成及制浆性能
3.
Extraction of Red pigment of Broussonetia papyrifera and its physical and chemical properties;
构树果红色素的提取及其理化性质的研究
补充资料：海南龙血树（小花龙血树）
百合科Liliaceae
乔木状，高3-4m。叶聚生于茎和枝顶，几呈套叠状，长约70cm，抱茎，无柄。圆锥花序长约30cm，花序轴无毛或近无毛。分布于海南西南部，生于背风区的干燥砂土上。越南、柬埔寨也有分布。国家三级保护濒危种。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条