...念: 叶子结点(leaf node):没有后继结点的二叉树结点; 根结点(root node):二叉树中的第一个结点; 左子树(left subtree):数中根结点的左指针所指向的那部分; 右子树(right subtree):树中跟几点的右指针所指向的那部分; 13.8.1 二叉查找树 将数据...
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Every node in the size tree will have lesser size nodes in its left subtree and greater size nodes in the right subtree.
大小树中的每个节点都比左边子树中的节点小,比右边子树中的节点大。
Every node in the address tree will have lesser address nodes in its left subtree and higher address nodes in its right subtree.
地址树中每个节点的地址都比左边子树中的节点低,比右边子树中的节点高。
According to our well-established Huffman coding, starting from the root node in the left subtree is marked as 0, the right is labeled 1.
根据建立好的哈夫曼树我们进行编码,从根结点出发在左子树则标为0,右则标为1。
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