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// all three declarations of QueueItem // refer to the same class template // declarations of the template template <class T> class QueueItem; template <class U> class QueueItem; // actual definition of the template template <class Type> class QueueItem { };

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Content dissemination in environments with a vast number of receivers having heterogeneous characteristics can greatly bene t from this approach (see, for example, distribution of software, archived video, nancial info, music, games, etc) In these environments, receivers will wish to access data at times of their choosing, they all will have their own access speeds, and, in addition, their access times will probably overlap with one another Besides addressing the retransmissions issue, in this case digital fountains allow receivers to join the transmitted stream at any point and without requiring any synchronization among them Synchronization is also not needed between senders and receivers Other challenging target scenarios for digital fountains are satellite networks where channel characteristics (ie, high latency and limited as well as intermittent capacity), make retransmission-based solutions totally unworkable.

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The parameters of a class template can have default arguments This is true whether the parameter is a type parameter or a nontype parameter Just like default arguments for function parameters (introduced in Section 73), a default argument for a template

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (743 / 1065) [2001-3-29 11:32:12]

0 1 2,3

parameter is a type or value that is used if no argument is specified when the template is instantiated The default argument should be a type or value that is suitable for a majority of the class template instantiations In the following example, if the name of the template instantiation does not specify the size for Buffer, the Buffer instantiated has a size of 1,024 items

template <class Type, int size = 1024> class Buffer;

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Finally, wireless networks are emerging as a very promising scenario for digital fountains because of the hardly unreliable communications and the common asymmetry between upstream and downstream channels In addition, the recent deployment of opportunistic communication paradigms in the framework of the wireless networks characterized by intermittent connectivity appears to be quite an interesting application eld, as well Although very promising, it should be noted that digital fountains are only an abstract concept An unlimited stream of data is not feasible in practice, nor advisable, because it has the potential to ood and congest the network During the last few years, multiple approximations of digital fountains have been proposed while trying to nd a tradeoff between ef cacy and computational costs (see references 25 30).

Subsequent declarations of the class template can provide additional default arguments for the template parameters As it is the case with default arguments for function parameters, the rightmost uninitialized parameter must be supplied with a default argument before any default argument for a parameter to its left may be supplied For example:

template <class Type, int size = 1024> class Buffer; // ok: default arguments from the two declarations are considered template <class Type = string , int size> class Buffer;

(Note that default arguments for template parameters are not supported by pre-Standard C++ implementations Many examples in this book, in 12 for example, were written not to use default arguments for template parameters to compile on a pre-Standard C++ implementation) Inside the class template definition, the name of the class template can be used as a type specifier whenever a nontemplate class name can be used For example, here is a more complete version of the definition of the QueueItem class template:

template <class Type> class QueueItem { public: QueueItem( const Type & ); private: Type item; QueueItem *next; };

Notice that each occurrence of the QueueItem class template name within the class template definition is a shorthand notation for

All these approximations can be expressed in terms of (n, k)-codes, where k gives the number of source data blocks4 which are encoded while n gives the number of data blocks that the encoder produces from the original k blocks and that are actually sent over the network Figure 42 shows the encoding and decoding processes of an (n, k)-code During transmission over the network, some encoded data blocks may get lost due to congestion or corruption and only a subset of encoded blocks of size k , k k n, arrives at destination and enters the decoder The decoder gives back the original k source data blocks..

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