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semantic/prototype/Doubt/Syntax.swift

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/// A node in a syntax tree. Expressed algebraically to enable representation of both normal syntax trees and their diffs.
public enum Syntax<Recur, A>: CustomDebugStringConvertible {
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case Leaf(A)
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case Indexed([Recur])
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case Keyed([String:Recur])
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// MARK: Functor
public func map<T>(@noescape transform: Recur -> T) -> Syntax<T, A> {
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switch self {
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case let .Leaf(n):
return .Leaf(n)
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case let .Indexed(x):
return .Indexed(x.map(transform))
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case let .Keyed(d):
return .Keyed(Dictionary(elements: d.map { ($0, transform($1)) }))
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}
}
// MARK: CustomDebugStringConvertible
public var debugDescription: String {
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switch self {
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case let .Leaf(n):
return ".Leaf(\(n))"
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case let .Indexed(x):
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return ".Indexed(\(String(reflecting: x)))"
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case let .Keyed(d):
return ".Keyed(\(String(reflecting: d)))"
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}
}
}
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// MARK: - ArrayLiteralConvertible
extension Syntax: ArrayLiteralConvertible {
public init(arrayLiteral: Recur...) {
self = .Indexed(arrayLiteral)
}
}
// MARK: - DictionaryLiteralConvertible
extension Syntax: DictionaryLiteralConvertible {
public init(dictionaryLiteral elements: (String, Recur)...) {
self = .Keyed(Dictionary(elements: elements))
}
}
// MARK: - Equality
extension Syntax {
public static func equals(leaf leaf: (A, A) -> Bool, recur: (Recur, Recur) -> Bool)(_ left: Syntax<Recur, A>, _ right: Syntax<Recur, A>) -> Bool {
switch (left, right) {
case let (.Leaf(l1), .Leaf(l2)):
return leaf(l1, l2)
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case let (.Indexed(v1), .Indexed(v2)):
return v1.count == v2.count && zip(v1, v2).lazy.map(recur).reduce(true) { $0 && $1 }
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case let (.Keyed(d1), .Keyed(d2)):
return Set(d1.keys) == Set(d2.keys) && d1.keys.map { recur(d1[$0]!, d2[$0]!) }.reduce(true) { $0 && $1 }
default:
return false
}
}
}
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public func == <F: Equatable, A: Equatable> (left: Syntax<F, A>, right: Syntax<F, A>) -> Bool {
return Syntax.equals(leaf: ==, recur: ==)(left, right)
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}
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// MARK: - JSON
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extension Syntax {
public func JSON(@noescape leaf leaf: A -> Doubt.JSON, @noescape recur: Recur -> Doubt.JSON) -> Doubt.JSON {
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switch self {
case let .Leaf(a):
return leaf(a)
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case let .Indexed(a):
return .Array(a.map(recur))
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case let .Keyed(d):
return .Dictionary(Dictionary(elements: d.map { ($0, recur($1)) }))
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}
}
}