I'm trying to iterate over an instance of NSOrderedSet. Something like this:
func myFunc() {
var orderedSet = NSOrderedSet(array: [ 42, 43, 44])
for n in orderedSet {
NSLog("%i", n)
}
}
...however the for loop line produces this compiler error:
'NSOrderedSet' does not have a member named 'Generator'
Now I could convert it to an array like this:
for n in orderedSet.array {
NSLog("%i", n)
}
...but I wondered if there was a better solution?
I'm also keen to understand why it's possible to iterate over a set but not an ordered set? NSOrderedSet
implements NSFastEnumeration
, so it should work right?
You can iterate over an ordered set with
let orderedSet = NSOrderedSet(array: [ 42, 43, 44])
orderedSet.enumerateObjectsUsingBlock { (elem, idx, stop) -> Void in
println("\(idx): \(elem)")
}
UPDATE: As of Swift 1.2 (Xcode 6.3), NSOrderedSet
conforms to
SequenceType
and can be enumerated with for ... in ...
:
let orderedSet = NSOrderedSet(array: [ 42, 43, 44])
for elem in orderedSet {
println(elem)
}
NSOrderedSet
doesn't conform to SequenceType
. NSOrderedSet
is subclass of NSObject
and not NSSet
as one could imagine. I guess Apple engineers overlooked it.
The Swifty, simplest, and most general solution would be to shallow copy to an array in O(1) - per the docs. This would allow you to use Swift's other functional techniques and functions.
import Swift
import Foundation
println("Simplest, most accessible, O(1) performance: shallow copy to array:")
var set = NSOrderedSet(array: map(0...7) { d in d })
for d in set.array as [Int] {
print("\t\(d)")
}
println("\n\nIn general - for other types and cases, you could create a sequence:")
extension NSOrderedSet {
func sequenceOf<T>(t:T.Type) -> SequenceOf<T> {
var current = 0
return SequenceOf(GeneratorOf({ () -> T? in
return current < self.count ? self.objectAtIndex(current++) as? T : nil
}))
}
}
for d in set.sequenceOf(Int.self) {
print("\t\(d)")
}
Simplest, most accessible, O(1) performance: shallow copy to array:
0 1 2 3 4 5 6 7
In general - for other types and cases, you could create a sequence:
0 1 2 3 4 5 6 7
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