With Swift 3, when you have an object that conforms to the Sequence protocol, and you want to associate each element within it with its index, you can use enumerated() .
For example:
let array = [1, 18, 32, 7] let enumerateSequence = array.enumerated() // type: EnumerateSequence<[Int]> let newArray = Array(enumerateSequence) print(newArray) // prints: [(0, 1), (1, 18), (2, 32), (3, 7)]
let reverseRandomAccessCollection = [1, 18, 32, 7].reversed() let enumerateSequence = reverseRandomAccessCollection.enumerated() // type: EnumerateSequence<ReverseRandomAccessCollection<[Int]>> let newArray = Array(enumerateSequence) print(newArray) // prints: [(0, 7), (1, 32), (2, 18), (3, 1)]
let reverseCollection = "8763".characters.reversed() let enumerateSequence = reverseCollection.enumerated() // type: EnumerateSequence<ReverseCollection<String.CharacterView>> let newArray = enumerateSequence.map { ($0.0 + 1, String($0.1) + "A") } print(newArray) // prints: [(1, "3A"), (2, "6A"), (3, "7A"), (4, "8A")]
Therefore, in the simplest case, you can implement the Moon algorithm on a playground, for example:
let array = [8, 7, 6, 3] let reversedArray = array.reversed() let enumerateSequence = reversedArray.enumerated() let luhnClosure = { (sum: Int, tuple: (index: Int, value: Int)) -> Int in let indexIsOdd = tuple.index % 2 == 1 guard indexIsOdd else { return sum + tuple.value } let newValue = tuple.value == 9 ? 9 : tuple.value * 2 % 9 return sum + newValue } let sum = enumerateSequence.reduce(0, luhnClosure) let bool = sum % 10 == 0 print(bool)
If you start with String , you can implement it like this:
let characterView = "8763".characters let mappedArray = characterView.flatMap { Int(String($0)) } let reversedArray = mappedArray.reversed() let enumerateSequence = reversedArray.enumerated() let luhnClosure = { (sum: Int, tuple: (index: Int, value: Int)) -> Int in let indexIsOdd = tuple.index % 2 == 1 guard indexIsOdd else { return sum + tuple.value } let newValue = tuple.value == 9 ? 9 : tuple.value * 2 % 9 return sum + newValue } let sum = enumerateSequence.reduce(0, luhnClosure) let bool = sum % 10 == 0 print(bool)
If you need to repeat these operations, you can reorganize your code into an extension:
extension String { func luhnCheck() -> Bool { let characterView = self.characters let mappedArray = characterView.flatMap { Int(String($0)) } let reversedArray = mappedArray.reversed() let enumerateSequence = reversedArray.enumerated() let luhnClosure = { (sum: Int, tuple: (index: Int, value: Int)) -> Int in let indexIsOdd = tuple.index % 2 == 1 guard indexIsOdd else { return sum + tuple.value } let newValue = tuple.value == 9 ? 9 : tuple.value * 2 % 9 return sum + newValue } let sum = enumerateSequence.reduce(0, luhnClosure) return sum % 10 == 0 } } let string = "8763" let luhnBool = string.luhnCheck() print(luhnBool)
Or, in short form:
extension String { func luhnCheck() -> Bool { let sum = characters .flatMap { Int(String($0)) } .reversed() .enumerated() .reduce(0) { let indexIsOdd = $1.0 % 2 == 1 guard indexIsOdd else { return $0 + $1.1 } return $0 + ($1.1 == 9 ? 9 : $1.1 * 2 % 9) } return sum % 10 == 0 } } let string = "8763" let luhnBool = string.luhnCheck() print(luhnBool) // prints: true