Wintellect.PowerCollections Namespace
Algorithms Class
Bag(T) Class
BigList(T) Class
BinaryPredicate(T) Delegate
CollectionBase(T) Class
Deque(T) Class
DictionaryBase(TKey, TValue) Class
ListBase(T) Class
MultiDictionary(TKey, TValue) Class
MultiDictionaryBase(TKey, TValue) Class
OrderedBag(T) Class
OrderedBag(T).View Class
OrderedDictionary(TKey, TValue) Class
OrderedDictionary(TKey, TValue).View Class
OrderedMultiDictionary(TKey, TValue) Class
OrderedMultiDictionary(TKey, TValue).View Class
OrderedSet(T) Class
OrderedSet(T).View Class
Pair(TFirst, TSecond) Structure
ReadOnlyCollectionBase(T) Class
ReadOnlyDictionaryBase(TKey, TValue) Class
ReadOnlyListBase(T) Class
ReadOnlyMultiDictionaryBase(TKey, TValue) Class
Set(T) Class
Set(T) Members
Set(T) Constructor
Set(T) Methods
Add Method
AddMany Method
Clear Method
Clone Method
CloneContents Method
Contains Method
Difference Method
DifferenceWith Method
GetEnumerator Method
Intersection Method
IntersectionWith Method
IsDisjointFrom Method
IsEqualTo Method
IsProperSubsetOf Method
IsProperSupersetOf Method
IsSubsetOf Method
IsSupersetOf Method
Remove Method
RemoveMany Method
SymmetricDifference Method
SymmetricDifferenceWith Method
TryGetItem Method
Union Method
UnionWith Method
Set(T) Properties
Triple(TFirst, TSecond, TThird) Structure
GhostDoc Pro Sample Help File

Set<(Of <(<'T>)>)>..::..Intersection Method

Computes the intersection of this set with another set. The intersection of two sets is all items that appear in both of the sets. A new set is created with the intersection of the sets and is returned. This set and the other set are unchanged.

Namespace:  Wintellect.PowerCollections
Assembly:  PowerCollections (in PowerCollections.dll)

Syntax

public Set<T> Intersection(
	Set<T> otherSet
)
Public Function Intersection ( _
	otherSet As Set(Of T) _
) As Set(Of T)
public:
Set<T>^ Intersection(
	Set<T>^ otherSet
)

Parameters

otherSet
Type: Wintellect.PowerCollections..::..Set<(Of <(<'T>)>)>
Set to intersection with.

Return Value

The intersection of the two sets.

Exceptions

ExceptionCondition
InvalidOperationExceptionThis set and otherSet don't use the same method for comparing items.

Remarks

When equal items appear in both sets, the intersection will include an arbitrary choice of one of the two equal items.

The intersection of two sets is computed in time O(N), where N is the size of the smaller set.

See Also

Set<(Of <(<'T>)>)> Class
Wintellect.PowerCollections Namespace