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Of course, any object has a complete set of properties that can be used and manipulated in order for it work to its fullest. A complete list of the XMLHttpRequest object properties is presented in Table 2-4. It is important to take note of these properties you will be making use of them as you move into the more advanced functionality of the object.

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A vector is an indexed sequence of objects of the same type. The word is borrowed from mathematics where it originally referred to a three-dimensional point x = (x1, x2, x,). Of course, that is just an array of 3 real numbers. The subscripts on the components are the same as the index values on the array, except that in C++ those values must begin with 0. Since subscripts cannot be written in source code, we use the bracket notation [ 1 instead. So x [ o 1 represents x1, x [ 11 represents x2, and x [ 2 1 represents x3.

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The program defines overloaded operators +, *, and - to perform set-theoretic union, intersection, and relative complement operations. These are implemented using the insert() and erase() member functions and the the set_intersection() and set_difference() generic algorithms (nonmember functions). This example illustrates the distinctions between the set generic algorithms (set_union(), set_difference(), and set_difference()) and the corresponding set-theoretic operations (union, intersection, and complement). #include <iostream> #include <set> #include <string> using namespace std; typedef set<string> Set; typedef set<string>::iterator It; void print(Set); Set operator+(Set&,Set&); // union Set operator*(Set&,Set&); // intersection Set operator-(Set&,Set&); // relative complement

templatecclass T> class Vector { public: Vector(unsigned n=8) : sz(n), data(new T[sz]) { } Vector(const VectorcTS v) : sz(v.sz), data(new T[sz]) { copy(v); > -Vector0 { delete [] data; } Vector<T>& operator=(const VectorcTS); T&L operator[] (unsigned i) const { return data[i]; } unsigned size0 { return sz; } protected: T* data; unsigned sz; void copy(const VectorcTS); \ > ; template<class T> Vector<T>& Vector<T>: s z = v.sz; data = new T[sz];

COPY (v> ;

int main() { string str1[] = { "A", "B", "C", "D", "E", "F", "G" }; string str2[] = { "A", "E", "I", "O", "U" }; Set s1(str1,str1+7); Set s2(str2,str2+5); print(s1); print(s2); print(s1+s2); print(s1*s2); print(s1-s2); }

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VectorcT&

Set operator+(Set& s1, Set& s2) { Set s(s1); s.insert(s2.begin(),s2.end()); return s; } Set operator*(Set& s1, Set& s2) { Set s(s1); It it = set_intersection(s1.begin(),s1.end(), s2.begin(),s2.end(),s.begin()); s.erase(it,s.end()); return s; } Set operator-(Set& s1, Set& s2) { Set s(s1); It it = set_difference(s1.begin(),s1.end(), s2.begin(),s2.end(),s.begin()); s.erase(it,s.end()); return s; } void print(Set s) { cout << "size=" << s.size() << ": {"; for (It it=s.begin(); it != s.end(); it++) if (it == s.begin()) cout << *it; else cout << "," << *it; cout << "}\n"; } size=7: {A,B,C,D,E,F,G} size=5: {A,E,I,O,U} size=10: {A,B,C,D,E,F,G,I,O,U} size=2: {A,E} size=5: {B,C,D,F,G} The set objects s1 and s2 are constructed from the string arrays str1 and str2 using the expressions str1, str1+7, str2, and str2+7 as iterators. The elements of a set object are always stored in sorted order. That allows the union function (operator+()) to be implemented with the set::insert() function. The main reason why the set generic algorithms do not produce directly the expected set-theoretic operations is that they leave the size of the target set unchanged. Thus we use the erase() member function together with the set_intersection() and set_difference() generic algorithms to implement the operator*() and operator-() functions.

*this;

Used as an event handler for events that trigger upon state changes Contains the current state of the object (0: uninitialized, 1: loading, 2: loaded, 3: interactive, 4: complete) Returns the response in string format Returns the response in proper XML format Returns the status of the request in numerical format (regular page errors are returned, such as the number 404, which refers to a not found error) Returns the status of the request, but in string format (e.g., a 404 error would return the string Not Found)

template<class T> void VectorcTx: copy(const VectorcT>&

The generic algorithms in standard C++ are the 70 nonmember function templates that apply to container objects. There are 66 listed here alphabetically. We use the symbol [p,q[ to represents the segment of elements from *p to *(q-1)(i.e., including the element *p but excluding the element *q). The parameters are

unsigned min-size = (sz < v.sz sz : v.sz); for (int i = 0; i < min- size; i++) data[i] = v.data[i];

iterator p, q; iterator r; unsigned n; T& x, y; class p; // // // // // used to describe the segment [p,q[ p <= r <= q used as a counter values of the sequence s element type a predicate class, with boolean operator()()

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