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To address NWB robustness, two general approaches are used: (1) MAC broadcast changes: changes to the MAC layer are introduced to make NWB operations more reliable; and (2) NWB algorithm changes: NWB are done with a smaller set of nodes to cut down on overhead Tang and Gerla [33] proposed a full reliability MAC protocol to deliver NWB data This protocol requires all nodes to maintain a neighbor list, a queue of previously sent broadcast packets, and a queue of previously received broadcast packets Nodes maintain one-hop neighbor lists by periodically sending out HELLO packets When performing a NWB, a source node selects a neighbor and performs a RTS/CTS handshake When sending the RTS, the packet also contains a piece of data indicating which NWB sequence number is about to be transmitted The neighboring node replies with a CTS message, containing the last successfully received NWB id.

This is exactly equivalent to the following direct manipulation of ival:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (33 / 1065) [2001-3-29 11:32:02]

// directly adding 1 to ival ival = ival + 1;

In this example, there is no real benefit in using the indirect pointer manipulation of ival: it is both less efficient and more easily misprogrammed than the direct manipulation of ival We presented it to provide a simple first look at pointers One of the primary uses of pointers in C++ is the management and manipulation of dynamically allocated memory The two primary differences between static and dynamic memory allocation are as follows 1 Static objects are named variables that we manipulate directly, whereas dynamic objects are unnamed variables we manipulate indirectly through pointers We'll see an example of this in a moment 2 The allocation and deallocation of static objects is handled automatically by the compiler; the programmer needs to understand it but need not do anything about it The allocation and deallocation of dynamic objects, in contrast, must be managed explicitly by the programmer and, in practice, is considerably more error-prone It is accomplished through the use of the new and delete expressions Objects are allocated dynamically through one of two versions of the new expression The first instance allocates a single object of a specific type For example,

The source node is then responsible for sending all NWB packets between the two values This process continues in a round-robin fashion throughout the network This solution is an example of an explicit feedback algorithm Their solution has a level of overhead, due to the extra packets that must be exchanged with each node, as well as a high amount of latency, if packets are dropped The solutions of Hyper ooding [34] and Hyper-gossiping [35] are more examples of explicit feedback algorithms When nodes come into range, HELLO packets are sent, indicating that they are a new node and that the NWB data should be resent Lou and Wu s DoubleCovered Broadcast (DCB) [26] solution is one that is an implicit feedback solution Sending nodes keep track of which neighbors rebroadcast the NWB packet If that retransmission is not heard, it is assumed that the rst transmission failed.

int *pint = new int( 1024 );

allocates an unnamed object of type int, initializes that object to a first value of 1024, and then returns the address of the object in memory The address is then used to initialize our pointer object, pint For dynamically allocated memory, our only access is an indirect access through a pointer A second version of the new expression allocates an array of elements of a specified type and dimension For example,

int *pia = new int[ 4 ];

allocates an array of four integer elements Unfortunately, there is no way to specify an explicit initial value for the individual elements of a dynamically allocated array A sometimes confusing aspect of allocating a dynamic array is that the value returned is simply a pointer, the same type that is returned for the allocation of a single dynamic object For example, the difference between pint and pia is that pia holds the address of the first element of the four-element array, whereas pint simply holds the address of the single object When we are finished using a dynamically allocated object or array of objects, we must explicitly deallocate the memory using one of two delete expressions The deallocated memory can then be reused by the program The single-object form of the delete expression is the following: