The BLAS Module in KDB-X
This page provides an overview of what the BLAS module is, what libraries it supports, and when to use it.
BLAS (Basic Linear Algebra Subprograms) is a specification that provides a set of low-level routines for performing common linear algebra operations, such as vector addition, scalar multiplication, dot products, linear combinations, and matrix multiplication.
The BLAS module provides q bindings to industry-standard BLAS libraries, allowing you to perform high-performance linear algebra operations directly from q.
It’s distributed as part of the fusionx module and integrates seamlessly into the KDB-X ecosystem.
BLAS libraries are highly optimized for vector and matrix computations. By using the BLAS module, q developers can offload compute-intensive operations like vector addition, scalar products, and matrix multiplications to efficient C/Fortran implementations, maximizing performance on modern hardware.
Key features
- Seamless integration with KDB-X and q workflows
- High-performance routines for vector and matrix arithmetic
- Hardware acceleration via optimized BLAS libraries
- Extensible design — works with different BLAS backends across platforms
Supported BLAS libraries
The module can interface with any compatible BLAS implementation, including:
- OpenBLAS – open-source, cross-platform
- Intel MKL – highly optimized for Intel architectures
- ATLAS – automatically tuned linear algebra software
- BLIS – modern, modular BLAS framework
- Apple Accelerate – macOS built-in BLAS
- AMD AOCL – optimized for AMD CPUs
- Netlib BLAS – reference implementation
Typical use cases
Use cases for the BLAS module include:
- Scientific and financial computations requiring fast vector/matrix operations
- Data analytics pipelines with linear transformations
- Accelerating machine learning algorithms written in q
- Integrating q with C/Fortran numerical routines
Next steps
- See the BLAS documentation on GitHub for more information on API references and how to install and update the module.