// Copyright (c) 2018 Timofey Solomko // Licensed under MIT License // // See LICENSE for license information import Foundation import BitByteData class EncodingHuffmanTree { private let bitWriter: BitWriter private let codingIndices: [[Int]] /// `lengths` don't have to be properly sorted, but there must not be any 0 code lengths. /// If `reverseCodes` is true, then bit order of tree codes will be reversed. Necessary for Deflate. init(lengths: [HuffmanLength], _ bitWriter: BitWriter, reverseCodes: Bool = false) { self.bitWriter = bitWriter // Sort `lengths` array to calculate canonical Huffman code. let sortedLengths = lengths.sorted() var codingIndices = Array(repeating: [-1, -1], count: sortedLengths.count) // Calculates symbols for each length in 'sortedLengths' array and put them in the tree. var loopBits = -1 var symbol = -1 for length in sortedLengths { precondition(length.codeLength > 0, "Code length must not be 0 during HuffmanTree initialisation.") symbol += 1 // We sometimes need to make symbol to have length.bits bit length. let bits = length.codeLength if bits != loopBits { symbol <<= (bits - loopBits) loopBits = bits } // Then we reverse bit order of the symbol, if necessary. let treeCode = reverseCodes ? symbol.reversed(bits: loopBits) : symbol codingIndices[length.symbol] = [treeCode, bits] } self.codingIndices = codingIndices } func code(symbol: Int) { guard symbol < self.codingIndices.count else { fatalError("Symbol is not found.") } let codingIndex = self.codingIndices[symbol] guard codingIndex[0] > -1 else { fatalError("Symbol is not found.") } self.bitWriter.write(number: codingIndex[0], bitsCount: codingIndex[1]) } func bitSize(for stats: [Int]) -> Int { var totalSize = 0 for (symbol, count) in stats.enumerated() where count > 0 { guard symbol < self.codingIndices.count else { fatalError("Symbol is not found.") } let codingIndex = self.codingIndices[symbol] guard codingIndex[0] > -1 else { fatalError("Symbol is not found.") } totalSize += count * codingIndex[1] } return totalSize } }