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May 13, 2017 13:33
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BST in swift *Binary Search Tree*
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enum BinarySearchTree<T: Comparable> { | |
case Leaf(T?) | |
indirect case Node(T, BinarySearchTree, BinarySearchTree) | |
} | |
func search<T: Comparable>(in tree: BinarySearchTree<T>, for item: T) -> Bool { | |
switch tree { | |
case .Leaf(let value): | |
return item == value | |
case .Node(let selfValue, let left, let right): | |
if selfValue > item { | |
return search(in: right, for: item) | |
} | |
return item == selfValue || search(in: left, for: item) | |
} | |
} | |
func insert<T: Comparable>(in tree: BinarySearchTree<T>, item: T) -> BinarySearchTree<T> { | |
switch tree { | |
case .Leaf(let value): | |
if let value = value { | |
if item > value { | |
return BinarySearchTree.Node(value, .Leaf(.none), .Leaf(item)) | |
} else { | |
return BinarySearchTree.Node(value, .Leaf(item), .Leaf(.none)) | |
} | |
} | |
return BinarySearchTree.Node(item, .Leaf(.none), .Leaf(.none)) | |
case .Node(let value, let left, let right): | |
if item > value { | |
return BinarySearchTree.Node(value, left, insert(in: right, item: item)) | |
} else if item < value { | |
return BinarySearchTree.Node(value, insert(in: left, item: item), right) | |
} else { | |
return BinarySearchTree.Node(value, left, right) | |
} | |
} | |
} | |
BinarySearchTree.Node(10, .Leaf(.none), .Leaf(.none)) |
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