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class iStack { public: iStack( int capacity ) : _stack( capacity ), _top( 0 ) {} // private: int _top; vector< int > _stack; }; (a) iStack *ps = new iStack(20); (b) iStack *ps2 = new const iStack(15); (c) iStack *ps3 = new iStack[ 100 ];

Explain what happens in the following new and delete expressions:

class Exercise { public: Exercise(); ~Exercise(); }; Exercise *pe = new Exercise[20]; delete[] pe;

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Figure 3.16 shows the coverage obtained with the probabilistic random walk in a 30-node environment. The dropoff is much sharper, when compared with the random waypoint graphs presented earlier (Figure 3.12). This is due to the effects mentioned earlier namely, that the random waypoint mobility model tends to slow down over time and converge toward the middle. As the network converges, and the neighbor information data is less likely to be out of date, the redundancy of the network is increased. Figure 3.17 shows the overhead for the probabilistic random walk in a 30-node environment. Again, overall overhead is higher with this model, when compared with the random waypoint data (Figure 3.13).

Change the new and delete expressions to call the global operators new() and delete()

Explain why a class designer should provide a class placement operator delete()

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (703 / 1065) [2001-3-29 11:32:11]

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We have already seen how type conversions are applied to operands of built-in types In Section 414 we examined how type conversions apply to the operands of the built-in operators In Section 93 we examined how type conversions apply to the arguments of a function call to bring them to the type of the function parameters For example, type conversions are applied to the operands in the following six addition operations:

1.2 1 0.8 0.6 0.4 0.2 0

char ch; short sh; int ival; /* one operand of each addition * requires a type conversion */ ch + ival; ival + ch; ch + sh; sh + ch; ival + sh; sh + ival;

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The operands ch and sh are promoted to type int The operation taking place is the addition of two values of type int The promotions are handled implicitly by the compiler and are therefore transparent to the user In this section we consider how the designer of a class can provide a set of user-defined conversions for objects of class type These user-defined conversions are also invoked implicitly by the compiler when necessary To illustrate why user-defined conversions are needed, we reuse our class SmallInt introduced in Section 109 Recall that this class allows us to define objects that can hold the same range of values as an 8-bit unsigned char that is, 0 to 255 Additionally, it catches under- and overflow errors Other than that, it behaves in the same way as an unsigned char We want to be able to add and subtract SmallInt objects both with other SmallInt objects and with objects of built-in arithmetic type We can implement support for these operations by providing six SmallInt operator functions:

z(n 1)

class SmallInt { friend operator+( const SmallInt &, int ); friend operator ( const SmallInt &, int ); friend operator ( int, const SmallInt & ); friend operator+( int, const SmallInt & ); public: SmallInt( int ival ) : value( ival ) { } operator+( const SmallInt & ); operator ( const SmallInt & ); // private: int value; };

The member operators allow us to add and subtract SmallInt objects with other SmallInt objects The friend global operators allow us to add and subtract SmallInt objects with objects of built-in arithmetic types Only six operators are necessary because any built-in arithmetic type can be converted to match a parameter of type int For example, the expression

Figure 3.17. Overhead (PRW, controlled drop, 30 nodes).

SmallInt si( 3 );

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (704 / 1065) [2001-3-29 11:32:11]

is resolved in two steps: 1 The double literal constant 314159 is converted to the integer value 3 2 operator+(const SmallInt &,int) is invoked, returning a value of 6 If we want to support the bitwise, logical, relational, and compound assignment operators as well, the number of required operators becomes well, daunting What we would prefer, instead of providing all the overloaded operators, is a way of automatically converting a SmallInt class object into an object of type int C++ provides a mechanism by which each class can define a set of conversions that can be applied to objects of its class type For SmallInt, we define a conversion of a SmallInt object to that of type int Here is the implementation:

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