Set< T > Class Template Reference

Detailed Description

template<class T>
class asl::Set< T >

A set is a container of unique elements in any order.

The type of items must have a corresponding global hash() function.

Set<int> numbers;
 
numbers << 3 << -4 << 1 << 3; // number 3 (repeated) will only appear once in the set
 
if(numbers.contains(10)) -> false (10 is not in the set)
 
foreach(int x, numbers)
{
    cout << x << endl;
}

You can perform operations between sets:

Set<int> even = {0, 2, 4, 6, 8, 10};
Set<int> powers = {1, 2, 4, 8, 16, 32};
 
Set<int> evenOrPower = even + powers; // -> {0, 1, 2, 4, 6, 8, 10, 16, 32}
Set<int> evenNotPower = even - powers; // -> {0, 6, 10}
 
if(even.contains(powers)) // false, not all powers numbers are in the even set.
 
if(even.containsAny(powers)) // true, even numbers have (some) numbers from the powers set.

#include <Set.h>

Inherits MAP< T, int >.

Public Member Functions
Array< T >	array () const
	Returns the set items as an array.
Set &	operator<< (const T &x)
	Adds an item to the set.
Set &	operator<< (const Set &s)
	Adds all items in set s into this set.
bool	operator== (const Set &s) const
	Returns true if both sets have the same items.
bool	operator!= (const Set &s) const
	Returns true if both sets don't have the same items.
bool	contains (const T &x) const
	Checks if this set contains a given item.
bool	contains (const Set &s) const
	Checks if this set contains all items from another set.
bool	containsAny (const Set &s) const
	Checks if this set contains at least one item from another set.
Set	notIn (const Set &s) const
	Returns the items from this set which do not belong to another set.
Set	in (const Set &s) const
	Returns the items from this set which also belong to another set.
Set	operator& (const Set &s) const
	Returns the items from this set which also belong to another set (intersection)
Set	operator- (const Set &s) const
	Returns the items from this set which do not belong to another set (subtraction)
Set	operator+ (const Set &s) const
	Returns all items from this and another set (union)

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The documentation for this class was generated from the following file:

• Set.h