Lossless floating-point compression algorithm for double/float data type. ALP significantly improves over all
previous floating-point encodings in both speed and compression ratio (figure below; each dot represents a dataset).
- ⚡ High Speed: Scans 44x faster than Gorilla, 64x faster than Chimp, 31x faster than Zstd. Compresses 11x faster than Zstd, 138x faster than PDE and x10 faster than Chimp.
- ✅ High Compression: 50% more compression than Gorillas. 24% more than Chimp128. On par with Zstd level 3.
- ✅ Adaps to data: By using a two-stage algorithm that first samples row-groups and then vectors.
- ✅ Scalar code: Auto-vectorizes thanks to FastLanes.
- ✅ Lightweight Encoding: Compression and decompression occurs in blocks of 1024 values. Ideal for columnar databases.
- ✅ Proven Effectiveness: Effectiveness and speed led to deprecating Chimp128 and Patas in DuckDB.
- ✅ Works on difficult floats: Can losslessly compress even floats present as ML models parameters better than Zstd and all other encodings.
To rigorously benchmark ALP with your own data we provide our ALP primitives as a single C++ header file.
ALP details can be found in the publication.
In this report, we explain how to replicate the experiments and benchmarks according to the format requested in SIGMOD ARΙ Package Requirements and Guidelines.
On the benchmarked datasets from our publication:
- ALP achieves on average x3 compression ratios (sometimes much, much higher).
- ALP encodes on average 0.5 doubles per CPU cycle.
- ALP decodes on average 2.6 doubles per CPU cycle.
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- ALP in a Nutshell
- Quickstart
- Building and Running
- ALP Primitives
- ALP in DuckDB
- Benchmarking (Replicating Paper Experiments)
ALP has two compression schemes: ALP for doubles/floats which were once decimals, and ALP_RD for true
double/floats (e.g. the ones which stem from many calculations, scientific data, ML weights).
ALP losslessly transforms doubles/floats to integer values with two multiplications to FOR+BitPack them into only the
necessary bits. This is a strongly enhanced version of PseudoDecimals.
ALP_RD splits the doubles/floats bitwise representations into two parts (left and right). The left part is encoded
with a Dictionary compression and the right part is Bitpacked to just the necessary bits.
Both encodings operate in vectors of 1024 values at a time (fit vectorized execution) and leverage in-vector commonalities to achieve higher compression ratios and be faster (by avoiding per-value adaptivity) than other methods.
Both encodings encode outliers as exceptions to achieve higher compression ratios.
Requirements:
- Clang++
- CMake 3.20 or higher
You can make your own [de]compression API by using ALP primitives. An example of the usage of these can be found in our simple compression and decompression API. The decoding primitives of ALP are auto-vectorized thanks to FastLanes. For benchmarking purposes, we recommend you use these primitives.
You can use these by including our library in your code: #include "alp.hpp".
Check the full documentation of these on the PRIMITIVES.MD readme.
ALP replaced Chimp128 and Patas in DuckDB. In DuckDB, ALP is x2-4 times faster than Patas (at decompression) achieving twice as high compression ratios (sometimes even much more). DuckDB can be used to quickly test ALP on custom data, however, we advise against doing so if your purpose is to rigorously benchmark ALP against other algorithms.
Here you can find a basic example on how to load data in DuckDB forcing ALP to be used as compression method. These statements can be called using the Python API.
Please note: ALP inside DuckDB: i) Is slower than using our primitives presented here, and ii) compression ratios can be slightly worse due to the metadata needed to skip vectors and DuckDB storage layout.
We have benchmarked ALP compression ratios on the datasets presented on FCBench. ALP comes on top with an average compression ratio of 2.08 compared to the best compressor in the benchmark (Bitshuffle + Zstd with 1.47). ALP is superior even despite the benchmark doing horizontal compression instead of columnar compression (i.e. values from multiple columns in a table are compressed together).