How to implement image compression algorithm in C
#Abstract: Image compression is an important research direction in the field of image processing. This article will introduce the implementation of image compression in C# algorithm and give corresponding code examples.
Introduction:
With the widespread application of digital images, image compression has become an important part of image processing. Compression can reduce storage space and transmission bandwidth, and improve the efficiency of image processing. In the C# language, we can compress images by using various image compression algorithms. This article will introduce two common image compression algorithms: Run-Length Encoding (RLE) and Lempel-Ziv-Welch (LZW), and give corresponding C# code examples.
public byte[] RleCompress(byte[] image) { List<byte> compressedImage = new List<byte>(); int count = 1; byte current = image[0]; for (int i = 1; i < image.Length; i++) { if (image[i] == current) { count++; } else { compressedImage.Add((byte)count); compressedImage.Add(current); count = 1; current = image[i]; } } compressedImage.Add((byte)count); compressedImage.Add(current); return compressedImage.ToArray(); } public byte[] RleDecompress(byte[] compressedImage) { List<byte> decompressedImage = new List<byte>(); for (int i = 0; i < compressedImage.Length; i += 2) { byte count = compressedImage[i]; byte color = compressedImage[i + 1]; for (int j = 0; j < count; j++) { decompressedImage.Add(color); } } return decompressedImage.ToArray(); }
public byte[] LzwCompress(byte[] image) { Dictionary<string, int> dictionary = new Dictionary<string, int>(); List<int> compressedImage = new List<int>(); string current = image[0].ToString(); for (int i = 1; i < image.Length; i++) { string next = current + image[i]; if (dictionary.ContainsKey(next)) { current = next; } else { compressedImage.Add(dictionary[current]); dictionary.Add(next, dictionary.Count + 1); current = image[i].ToString(); } } compressedImage.Add(dictionary[current]); byte[] compressedBytes = new byte[compressedImage.Count * 2]; for (int i = 0; i < compressedImage.Count; i++) { compressedBytes[i * 2] = (byte)(compressedImage[i] >> 8); compressedBytes[i * 2 + 1] = (byte)(compressedImage[i] & 0xff); } return compressedBytes; } public byte[] LzwDecompress(byte[] compressedImage) { Dictionary<int, string> dictionary = new Dictionary<int, string>(); List<byte> decompressedImage = new List<byte>(); int nextCode = 256; for (int i = 0; i < nextCode; i++) { dictionary.Add(i, ((char)i).ToString()); } int current = (compressedImage[0] << 8) + compressedImage[1]; decompressedImage.AddRange(Encoding.Default.GetBytes(dictionary[current])); for (int i = 2; i < compressedImage.Length; i += 2) { int code = (compressedImage[i] << 8) + compressedImage[i + 1]; if (!dictionary.ContainsKey(code)) { string entry = dictionary[current] + dictionary[current][0]; dictionary.Add(code, entry); decompressedImage.AddRange(Encoding.Default.GetBytes(entry)); } else { decompressedImage.AddRange(Encoding.Default.GetBytes(dictionary[code])); } current = code; } return decompressedImage.ToArray(); }
Conclusion:
This article introduces two algorithms for image compression in C#: Run-Length Encoding (RLE) and Lempel- Ziv-Welch (LZW). By implementing the corresponding compression and decompression functions, we can compress and decompress images. These algorithms are commonly used compression algorithms in image processing, which can help us reduce storage space and transmission bandwidth, and improve the efficiency of image processing.
Reference:
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