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332 Topology-Sensitive Approaches These approaches build a virtual backbone that covers all nodes in the network Ideally, the backbone forms a Connected Dominating Set (CDS) of the topology graph A dominating set in a graph is a set of nodes where every node in the graph is a member of the dominating set or a direct neighbor of a member In other words, all nodes in the network are one-hop reachable from the CDS Thus, if only the dominating nodes rebroadcast NWB packets, all vertices of the graph are covered An example CDS is shown in Figure 33; in this case, only nodes A and B transmit and all nodes are covered by the two transmissions CDS Construction The Minimum Connected Dominating Set (MCDS) problem has been shown to be NP-complete for unit disk graphs,2 by mapping the NP-hard set cover problem to it [18].

The predefined meaning of an operator for the built-in types may not be changed For example, the built-in integer addition operation cannot be replaced with an operation that checks for overflow

// error: cannot redefine built-in operator for ints int operator+( int, int );

For relatively small p, the value of x21 for all x [ f1, . . . , p 2 1g can be computed in advance and stored within a look-up table. For larger values of p, Algorithm 8.16 can be used. As was already mentioned in Section 8.2, the value of c(i) belongs to the interval 2p/2 , c(i) , p/2, so that Bn 1 , c(i) , Bn 1 and all c(i) can be represented with n digits in reduced B s complement form. The value of r(i) belongs to the interval p ! r(i)!1 so that all r(i) are n-digit base B numbers. The data path of the corresponding circuit is shown in Figure 15.11.

Nor may additional operators be defined for the built-in data types For example, an operator+ taking two operands of array types

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (678 / 1065) [2001-3-29 11:32:11]

Das et al [19] propose a centralized heuristic algorithm.

cannot be added to the set of built-in operations The programmer may only define overloaded operators for operands of class type or enumeration type This is enforced by the requirement that an overloaded operator may be declared either as a member of a class, or as a namespace member and must take at least one parameter of class or enumeration type (either passed by value or passed by reference) The predefined precedence of the operators (Section 413 discusses operator precedence) cannot be overridden Regardless of the class type and of the operator implementation,

x == y + z;

always performs operator+ before operator== As with the predefined operators, when using an overloaded operator, precedence can be overridden with the use of parentheses The predefined arity of the operator must be preserved The unary logical NOT operator, for example, cannot be defined as a binary operator for two objects of class String The following implementation is illegal and results in a compile-time error:

// illegal: ! is a unary operator bool operator!( const String &s1, const String &s2 ) { return( strcmp( s1c_str(), s2c_str() ) != 0 ); }

2 These are graphs where the neighbors of a vertex are the vertices contained by a disk of radius 1 around the

For built-in types, four predefined operators ("+", " ", "*", and "&") serve as both unary and binary operators Either or both arities of these operators can be overloaded Default arguments for overloaded operators are illegal, except for operatior() Overloaded Operator Design The assignment, address of, and comma operators have predefined meanings for operands of class types These operators can also be overloaded for class operands For any other operator to have meaning when applied to an operand of class type, the designer of the class must define it explicitly The choice of which operators to provide is determined by the expected uses of the class Always begin by defining the public interface of the class Which operations must the class provide for its users These will be the minimum set of public member functions Once this set is defined, it is possible to consider which operations should be defined as overloaded operators Once the public interface of the class is defined, look for a logical mapping between each operation and an operator:

isEmpty() becomes the logical NOT operator, operator!() isEqual() becomes the equality operator, operator==() copy() becomes the assignment operator, operator=()