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The OSI model provides three higher layers: the session, presentation, and application layers While the OSI model distinguishes the services to be provided by each of these layers, this portion of the OSI model has never been widely adopted in practice Instead, the highest layers of the protocol stack have been joined together as the application layer The rationale has been that once the message has been reliably transmitted between computers, possibly via a world wide web of computer connections, understanding the meaning of the message, and reacting appropriately, is the responsibility of whatever application program received the message This approach has become known as the internet reference model, and it is shown in Fig 7-2 The internet reference model is the most widely used model in practice..

The ordered tree on the left has root node a and subtree sequence ( (b, ), (c, (d, ) ) ). The ordered tree on the right has root node a and subtree sequence ( (c, (d, ) ), (b, ) ). These two subtree sequences have the same elements, but not in the same order. Thus the two ordered trees are not the same.

Strict adherence to the definition reveals a subtlety often missed, as illustrated by the next example. EXAMPLE 10.6 Unequal Ordered Trees

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The internet model contains only four layers, yet the widely used internet model also can be mapped to the more general OSI model: 1 The subnet (data link) layer of the internet model takes on the responsibility of both the physical and data link layers of the OSI model In most computers, this layer is implemented by the firmware on the network interface card and the corresponding drivers in the operating system 2 The internet (network) layer of the internet model provides computer-to-computer delivery using the internet protocol (IP), and it corresponds to the network layer of the OSI model 3 The end-to-end (transport) layer of the internet model maps to the transport layer of the OSI model The internet model implements reliable end-to-end communication over many intervening networks using the transaction control protocol (TCP).

The two trees T1 = (a, (B, C)) and T2 = (a, (B, , C)) are not the same ordered trees, even though they would probably both be drawn the same, as shown in Figure 10.9.

TCP insures that, even if parts of a message travel by different routes to the destination, the message will be reassembled in the correct sequence, and presented without duplication, omission, or corruption of data 4 Finally, the application layer of the internet model subsumes the session, presentation, and application layers of the OSI model As the name implies, application programs have responsibility for the application software layer For instance, web browser applications have responsibility for formatting and displaying the data sent to them from distant web servers Why has the internet model persisted in practice instead of being replaced by the more general and more layered OSI model A big part of the answer is that the internet model was implemented first, and users found that its model, though simpler, was successful By the time the OSI model was widely promulgated, the internet model was already in wide use.

All the terminology for unordered trees applies the same way to ordered trees. In addition, we can also refer to the first child and the last child of a node in an ordered tree. It is sometimes useful to think analogously of a human genealogical tree, where the children are ordered by age: oldest first and youngest last. TRAVERSAL ALGORITHMS A traversal algorithm is a method for processing a data structure that applies a given operation to each element of the structure. For example, if the operation is to print the contents of the element, then the traversal would print every element in the structure. The process of applying the operation to an element is called visiting the element. So executing the traversal algorithm causes each element in the structure to be visited. The order in which the elements are visited depends upon which traversal algorithm is used. There are three common algorithms for traversing a general tree. The level order traversal algorithm visits the root, then visits each element on the first level, then visits each element on the second level, and so forth, each time visiting all the elements on one level before going down to the next level. If the tree is drawn in the usual manner with its root at the top and leaves near the bottom, then the level order pattern is the same left-to-right top-to-bottom pattern that you follow to read English text. EXAMPLE 10.7 The Level Order Traversal

The level order traversal of the tree shown in Figure 10.10 would visit the nodes in the following order:

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