文件名称:trees
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二叉树也是递归定义的,其结点有左右子树之分,逻辑上二叉树有五种基本形态: (1)空二叉树——(a); (2)只有一个根结点的二叉树——(b); (3)右子树为空的二叉树——(c); (4)左子树为空的二叉树——(d); (5)完全二叉树——(e)注意:尽管二叉树与树有许多相似之处,但二叉树不是树的特殊情形。
-Binary tree is recursively defined, and its sub-tree nodes are so divided, there are five basic logical form of binary tree: (1) empty binary tree- (a) (2) there is only one root node Binary Tree- (b) (3) the right subtree of the binary tree is empty- (c) (4) the left subtree of the binary tree is empty- (d) (5) completely Binary Tree- (e) Note: Although the binary tree and the tree has many similarities, but the binary tree is not a special case.
-Binary tree is recursively defined, and its sub-tree nodes are so divided, there are five basic logical form of binary tree: (1) empty binary tree- (a) (2) there is only one root node Binary Tree- (b) (3) the right subtree of the binary tree is empty- (c) (4) the left subtree of the binary tree is empty- (d) (5) completely Binary Tree- (e) Note: Although the binary tree and the tree has many similarities, but the binary tree is not a special case.
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二叉树.c
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