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4 Qualification conversions We will examine these conversions in more detail later The category of a match with a type conversion is the most complex of the three categories Several kinds of type conversions must be considered The possible conversions can be grouped into three categories: promotions, standard conversions, and user-defined conversions The promotions and standard conversions are examined later in this chapter User-defined conversions will be presented later, after classes have been discussed in detail A user-defined conversion is performed by a conversion function, a member function that allows a class to define its own set of "standard" conversions 15 looks at conversion functions for classes and at function overload resolution involving user-defined conversions When selecting the best viable function for a function call, the compiler selects the function for which the type conversions on the arguments are the "best" Type conversions are ranked as follows: an exact match is better than a promotion, a promotion is better than a standard conversion, and a standard conversion is better than a user-defined conversion We will examine the ranking of type conversions further in Section 94, but, as we describe the possible type conversions here, some of the examples in this section will show simple cases of how this ranking is used to select the best viable function Details of an Exact Match The simplest case of exact match is when the arguments match the type of the function parameters exactly For example, given the following two max() functions in the overload set, each of the following two calls to max() has arguments that exactly match the parameters of a particular function in the overload set:

int max( int, int ); double max( double, double ); int i1; void calc( double d1 ) { max( 56, i1 ); // exactly matches max( int, int ); max( d1, 669 ); // exactly matches max( double, double ); }

C4 14

An enumeration type defines a unique type that matches exactly only the enumerators within the enumeration and the objects declared to be of the enumeration type For example:

enum Tokens { INLINE = 128; VIRTUAL = Tokens curTok = INLINE; enum Stat { Fail, Pass }; extern void ff( Tokens ); extern void ff( Stat ); extern void ff( int ); int main() { ff( Pass ); // exactly matches ff( 0 ); // exactly matches ff( curTok ); // exactly matches // }

For random waypoint and group mobility patterns, a three-state Markov Chain model can be presented as in Figure 86, where S denotes a node with no packets, I denotes a node having packets, R represents nodes of oad their packets to infostations, is the nodes contact rate, and is the contact rate per infostation Using the three-state Markov chain model, the cumulative distribution of T can be easily obtained A relay-based approach to be used in conjunction with traditional ad hoc routing protocols is proposed in reference 23 This approach takes advantage of node mobility to disseminate messages to mobile nodes The result is the Mobile Relay Protocol (MRP), which integrates message routing and storage in the network.

129; };

ff( Stat ) ff( int ) ff( Tokens )

As we mentioned earlier, an argument can be an exact match even though some minor type conversions must be applied to the

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argument to bring it to the type of the corresponding function parameter The first of these conversions is the lvalue-to-rvalue conversion An lvalue represents an object that our program can address, an object from which a value can be fetched, and, unless the object is declared const, an object that can have its value modified In contrast, an rvalue is an expression that denotes a value or is an expression that denotes a temporary object that the user cannot address and that cannot have its value modified Here is a simple example:

The basic idea is that if a route to a destination is unavailable, a node performs a controlled local broadcast (a relay) to its immediate neighbors (that is the only time that broadcast is used in the protocol) All nodes that receive this packet store it and enter the relaying mode In the relaying mode, the MRP rst checks with the (traditional) routing protocols to see if a route of less than d hops exists to forward the packet If so, it forwards the packet and the packet is delivered If no valid route exists for the packet, it enters the storage phase, which consists of the following steps:.

int calc( int ); int main() { int lval, res; lval = 5; // lvalue: lval; rvalue: 5 res = calc( lval ); // lvalue: res; // rvalue: temporary to hold return value of calc() return 0; }

In the first assignment expression, lval is the lvalue, and the literal constant 5 is the rvalue In the second assignment expression, res is the lvalue, and the temporary that holds the return value of the function call to calc() is the rvalue In some situations an expression that is an lvalue is used when a value is expected For example:

C4 13

int obj1; int obj2; int main() { // int local = obj1 + obj2; return 0; }

obj1 and obj2 are lvalue expressions However, the addition in main() needs only the values stored in obj1 and obj2 Before the addition is performed, values are extracted from obj1 and obj2 This action of extracting a value from an object represented by an lvalue expression is an lvalue-to-rvalue conversion When a function expects a pass-by-value argument, an lvalue-to-rvalue conversion is performed when the argument is an lvalue For example:

Figure 8.6. Markov chain model of an infectious disease with susceptible, infected, and recovered states.

#include <string> string color( "purple" ); void print( string ); int main() { print( color ); // exact match: lvalue-to-rvalue conversion return 0; }