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When we implement a class type, we must provide an overloaded instance of both the input and output operator if we wish our class to support those operations In this section we look at how to overload the output operator The overloading of the input operator is the subject of the next section Here is an overloaded instance of the output operator for a WordCount class:

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#include <iostream> class WordCount { friend ostream& operator (ostream&, const WordCount&); public: WordCount( string word, int cnt=1 ); // private: string word; int occurs; }; ostream& operator ( ostream& os, const WordCount& wd ) { // format: <occurs> word os "< " wdoccurs " > " wdword; return os; }

i 1

A design question is whether or not the output operator of the class should generate a trailing newline The issue is that the output operators for the built-in types do not, and so users do not generally expect the class instance to provide one The preferred design choice is for the class instance of the output operator not to generate a trailing newline Once defined, the WordCount instance of the output operator can now be intermixed freely with the other output operators For example,

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#include <iostream> #include "WordCounth" int main() { WordCount wd( "sadness", 12 ); cout "wd:\n" wd endl; return 0; }

1. Unless the result r of an arithmetic operation is known to be included between either 2xmax and 2xmin, or xmin and xmax, an under ow (jrj , xmin) or over ow (jrj . xmax) could exist. The corresponding circuits should include additional components for detecting this type of situation. For example, the adder-subtractor of Figure 16.5 generates the signal zero_ ag if the result is equal to 0. 2. A similar comment can be done if some special values (e.g., 1, 21) must be represented. 3. The proposed circuits are straightforward implementations of the basic algorithms described in Section 16.2. A lot of improvements have been proposed in order to reduce the latency of the corresponding circuits. See, for example, [ERC2004] and [PAR2000]. 4. The exponents e are integers included in some prede ned interval emin e emax. Any type of representation can be used. For example (already mentioned in 3), in the ANSI/IEEE single-precision oating-point system the exponents are excess-127 integers.

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (979 / 1065) [2001-3-29 11:32:15]

prints as follows on the user's terminal:

(7.1)

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The output operator is a binary operator that returns an ostream reference The general skeleton of an overloaded definition looks as follows:

// general skeleton of the overloaded output operator ostream& operator ( ostream& os, const ClassType &object ) { // any special logic to prepare object // actual output of members os // // return ostream object return os; }

Its first argument is a reference to an ostream object The second is generally a const reference to a particular class type The return type is an ostream reference Its value is always the ostream object against which the output operator is applied Because the first argument is an ostream reference, the output operator must be defined as a nonmember function (Section 151 discusses this in detail) When the operator requires access to nonpublic members, it must be declared as a friend to the class (Friends are discussed in Section 152) Location is a class that holds the line and column number of each occurrence of a word Here is its definition:

#include <iostream> class Location { friend ostream& operator ( ostream&, const Location& ); public: Location( int line=0, int col=0 ) : _line( line ), _col( col ) {} private: short _line; short _col; }; ostream& operator ( ostream& os, const Location& lc ) { // output of a Location object: < 10,37 > os "<" lc_line "," lc_col "> "; return os; }

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (980 / 1065) [2001-3-29 11:32:15]

While Eq. (7.1) restricts the schedule of the maximal independent sets, it does not limit the usage of each link. The maximum ow at the link should not exceed the utilization periods of all the maximum independent sets to which it belongs. If Cij denotes the capacity of the link lij , then Eq. (7.2) expresses this constraint. fij

Let's redefine WordCount to contain both a vector of Location class objects, occur-List, and a string class object word:

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