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Template:Compression methods
From WikiMD's Wellness Encyclopedia
v
t
e
Data compression
methods
Lossless
Entropy type
Adaptive coding
Arithmetic
Asymmetric numeral systems
Golomb
Huffman
Adaptive
Canonical
Modified
Range
Shannon
Shannon–Fano
Shannon–Fano–Elias
Tunstall
Unary
Universal
Exp-Golomb
Fibonacci
Gamma
Levenshtein
Dictionary type
Byte pair encoding
Lempel–Ziv
842
LZ4
LZJB
LZO
LZRW
LZSS
LZW
LZWL
Snappy
Other types
BWT
CTW
CM
Delta
Incremental
DMC
DPCM
Grammar
Re-Pair
Sequitur
LDCT
MTF
PAQ
PPM
RLE
Hybrid
LZ77 + Huffman
Deflate
LZX
LZS
LZ77 + ANS
LZFSE
LZ77 + Huffman + ANS
Zstandard
LZ77 + Huffman + context
Brotli
LZSS + Huffman
LHA/LZH
LZ77 + Range
LZMA
LZHAM
bzip2
(RLE + BWT + MTF + Huffman)
Lossy
Transform type
Discrete cosine transform
DCT
MDCT
DST
FFT
Wavelet
Daubechies
DWT
SPIHT
Predictive type
DPCM
ADPCM
LPC
ACELP
CELP
LAR
LSP
WLPC
Motion
Compensation
Estimation
Vector
Psychoacoustic
Audio
Concepts
Bit rate
ABR
CBR
VBR
Companding
Convolution
Dynamic range
Latency
Nyquist–Shannon theorem
Sampling
Silence compression
Sound quality
Speech coding
Sub-band coding
Codec
parts
A-law
μ-law
DPCM
ADPCM
DM
FT
FFT
LPC
ACELP
CELP
LAR
LSP
WLPC
MDCT
Psychoacoustic model
Image
Concepts
Chroma subsampling
Coding tree unit
Color space
Compression artifact
Image resolution
Macroblock
Pixel
PSNR
Quantization
Standard test image
Texture compression
Methods
Chain code
DCT
Deflate
Fractal
KLT
LP
RLE
Wavelet
Daubechies
DWT
EZW
SPIHT
Video
Concepts
Bit rate
ABR
CBR
VBR
Display resolution
Frame
Frame rate
Frame types
Interlace
Video characteristics
Video quality
Codec
parts
DCT
DPCM
Deblocking filter
Lapped transform
Motion
Compensation
Estimation
Vector
Wavelet
Daubechies
DWT
Theory
Compressed data structures
Compressed suffix array
FM-index
Entropy
Information theory
Timeline
Kolmogorov complexity
Prefix code
Quantization
Rate–distortion
Redundancy
Symmetry
Smallest grammar problem
Community
Hutter Prize
Global Data Compression Competition
encode.su
People
Matt Mahoney
Mark Adler
Compression formats
Compression software
(
codecs
)