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Notice that the definitions for the conversion functions to SmallInt and int are the same The value of the member val is returned by the conversion function Token::operator int() Because val has type SmallInt, the conversion function SmallInt::operator int() is applied implicitly to convert val to type int Token::operator int() itself is applied implicitly by the compiler to convert an object of type Token to a value of type int For example, the compiler uses this conversion function to convert implicitly the arguments t1 and t2 of type Token to type int, the type of print()'s parameter:

r(1)

#include "Tokenh" void print( int i ) { cout "print( int ) : " i endl; } Token t1( "integer constant", 127 ); Token t2( "friend", 255 ); int main() { print( t1 ); // t1operator int() print( t2 ); // t2operator int() return 0; }

When compiled and executed, this small program generates the following output:

print( int ) : 127 print( int ) : 255

operator type();

However, because those estimates are created based on the imprecise source view, they may not be valid at the destination where losses occur Furthermore, link utilization is only one of the factors that in uence the quality of the wireless channel; other factors cannot be assessed without feedback from the receiver [32] State-awareness can be combined with implicit feedback or xed redundancy algorithms Most NWB solutions view the link quality as boolean: Links either exist or they do not The quality of links differs due to many variables, including the distance between the nodes, the power of transmissions between the nodes, and the overall traf c nearby [32] NWB solutions can leverage this data in order to provide NWB robustness for example, by building in more redundancy for nodes that are covered only by weak transmissions in a xed redundancy NWB algorithm 36.

where type is replaced by a built-in type, a class type, or a typedef name Conversion functions in which type represents either an array or a function type are not allowed A conversion function must be a member function Its declaration must not specify a return type nor can a parameter list be specified Each of the following declarations, for example, are errors:

operator int( SmallInt & ); // error: nonmember class SmallInt { public: int operator int(); // error: return type operator int( int = 0 ); // error: parameter list // };

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (708 / 1065) [2001-3-29 11:32:11]

An explicit cast may cause a conversion function to be invoked If the value converted is of a class type that has a conversion function and the type of the conversion function is that specified by the cast, then the class conversion function is called For example:

3 Classifying Existing Solutions Full reliability for NWBs is an expensive operation Using the 80211 Medium Access Control (MAC) layer, the only mechanism for a reliable transmission is with unicast packets, which have an optional Request To Send/Clear To Send (RTS/CTS) handshake, followed by the data transmission, followed by an acknowledgment (ACK) packet If the ACK is not received by the sending node, the process is retried, up to 7 times..

#include "Tokenh" Token tok( "function", 78 ); // functional notation: invokes Token::operator SmallInt() SmallInt tokVal = SmallInt( tok ); // static_cast: invokes Token::operator tName() char *tokName = static_cast< char * >( tok );

r(0)

The conversion function Token::operator char*() may have an undesired side effect Can you see what it is Attempting to access the private member Token::name directly is flagged by the compiler as an error:

However, our conversion function provides the very access we sought to protect by allowing users to change Token::name directly This may not be what we want Here is an example of how such a modification could happen:

#include "Tokenh" Token tok( "function", 78 ); char *tokName = tok; // ok: implicit conversion *tokName = 'P'; // oops: the token name is now Punction!

assumed that the ferry moves faster than nodes In addition, it is assumed that nodes are equipped with a long-range radio that is used for transmitting control messages Note that while the ferry is able to broadcast data to all nodes in the area, the transmission range of nodes long-range radios may not necessarily cover the whole deployment area due to power constraints Zhao et al [35] study the problem of using multiple ferries to deliver data in networks with stationary nodes and designing ferry routes so that average message delay can be minimized Multiple ferries offer the advantages of increasing system throughput (reducing message delay) and robustness to ferry failures On the other hand, the route design problem with multiple ferries is more complicated than the single ferry case considering the possibility of interaction between ferries The authors present ferry route algorithms for single-ferry and multiple-ferrys cases, respectively.