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Finding and Retrieving a Map Element The subscript operator provides the simplest method of retrieving a value For example:

// map<string,int> word_count; int count = word_count[ "wrinkles" ];

This code behaves satisfactorily, however, only when there is an instance of the key present within the map If the instance is not present, the use of the subscript operator causes an instance to be inserted In this example, the key/value pair

string( "wrinkles" ), 0

:C(r s i ),

On the other hand, models like RFSN tend to give more weight to recent observations than the past, with the argument that a node has to contribute and cooperate on a continuous basis to survive This is known as aging, where old observations have little in uence on a node s current reputation value This forces nodes to be cooperative at all times Otherwise, a malicious node will build its reputation over a long period and then start misbehaving by taking advantage of its accumulated goodness The higher the reputation a malicious node builds, the longer it can misbehave before it can be detected and excluded However, there is a drawback in adopting the aging technique In periods of low network activity, a benign node gets penalized This can be resolved by generating network traf c in regions and periods of low network activity using mobile nodes.

is inserted into word_count and count is initialized to 0 There are two map operations to discover whether the key element is present without its absence causing an instance to be inserted: 1 count(keyValue): count() returns the number of occurrences of keyValue within a map (For a map, of course, the return value can be only 0 or 1) If the return value is non-zero, we can safely use the subscript operator For example:

int count = 0; if ( word_countcount( "wrinkles" )) count = word_count[ "wrinkles" ];

2 find(keyValue): find() returns an iterator to the instance within the map if the instance is present or returns an iterator equal to end() if the instance is not present For example:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (289 / 1065) [2001-3-29 11:32:06]

DRBTS resolves this problem with beacon nodes being capable of generating network traf c on a need basis 1354 Decision Making This component of a reputation-and-trust-based system is responsible for taking all the decisions The decisions made by this component are based on the information provided by the information modeling component The basic decision is a binary decision, on who to trust and who not to The actual decision could translate to be one of cooperate/don t cooperate, forward/don t forward, and so on, based on the function being monitored by the system The decision of this component varies along with the reputation and trust values in the information modeling component The decision can vary from trust to no-trust,.

The term lvalue transformation refers to the first three conversions described under the exact match category in Section 92: lvalue-torvalue transformation, array-to-pointer conversion, and function-to-pointer conversion A conversion sequence is a sequence of zero or one lvalue transformation followed by zero or one promotion or zero or one standard conversion followed by zero or one qualification conversion At most, one of each conversion is applied to convert an argument to the type of a corresponding parameter This conversion sequence is called a standard conversion sequence There exists another kind of conversion sequence called a userdefined conversion sequence A user-defined conversion sequence involves a class member conversion function Class member conversion functions and user-defined conversion sequences are described in 15 What are the conversion sequences on the arguments in the following example

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (447 / 1065) [2001-3-29 11:32:08]

namespace libs_R_us { int max( int, int ); double max( double, double ); } // using declaration using libs_R_us::max; void func() { char c1, c2; max( c1, c2 ); // calls libs_R_us::max( int, int ) }