practice-Trees - root A internal nodes ABD leaves EFCGH I...

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Empty trees are designated here with / root A internal nodes A B D leaves E F C G H I height 3 level of root 0 level of node with F 2 nodes at level 1 3 parent of G, H and I D descendants of B E F CSE205- Fall 2008 Trees _Chapter 16 Last Name ________________ First _____________ Date_____ Arrays and Linked List are Linear Data structures. Every element has one unique predecessor and one unique successor (except the first and last elements). Arrays, lists, stacks, and queues all have this distinctive linear characteristic. The Tree structure presented is an exception to this linear category. Trees can help solve a variety of problems. Some tree processing algorithms will have recursive solutions because many tree operations include some steps that will process one or more subtrees. Trees A tree is often used to store large collections of data. For example, the file systems on most computers are implemented in a tree structure. Files are organized in folders, where a single folder may have multiple folders under it that contain files and possibly other folders. The collection of files and folders can be viewed as a tree. A tree is a collection of nodes with one node designated as the root . Each node references some object and has edges connecting it to other nodes, which are also trees. These other nodes are called children . A tree can be empty have no nodes. Each node in a tree has exactly one parent except for the distinctive node known as the root of the tree. The root is the top-most node in a tree. Whereas the root of a real tree is usually located in the ground and the leaves are above the root, computer scientists draw trees upside down.
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