High level linear algebra library for Dlang
Last updated May 13, 2026
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README
Lubeck
High level linear algebra library for DlangRequired system libraries
See wiki: Link with CBLAS & LAPACK.
API
-mtimes - General matrix-matrix, row-matrix, matrix-column, and row-column multiplications.
- mldivide - Solve systems of linear equations AX = B for X. Computes minimum-norm solution to a linear least squares problem
if A is not a square matrix.
- inv - Inverse of matrix.
- svd - Singular value decomposition.
- pca - Principal component analysis of raw data.
- pinv - Moore-Penrose pseudoinverse of matrix.
- det/detSymmetric - General/symmetric matrix determinant.
- eigSymmetric - Eigenvalues and eigenvectors of symmetric matrix.
- Qr decomposition: qrDecomp with solve method
- Cholesky: choleskyDecomp with solve method
- LU decomposition: luDecomp with solve method
- LDL decomposition: ldlDecomp with solve method
Example
/+dub.sdl:
dependency "lubeck" version="~>0.1"
libs "lapack" "blas"
+/
// or libs "openblas"
import std.stdio;
import mir.ndslice: magic, repeat, as, slice;
import kaleidic.lubeck: mtimes;
void main() { auto n = 5; // Magic Square auto matrix = n.magic.as!double.slice; // [1 1 1 1 1] auto vec = 1.repeat(n).as!double.slice; // Uses CBLAS for multiplication matrix.mtimes(vec).writeln; matrix.mtimes(matrix).writeln; }
Related packages
- mir-algorithm - mir-lapack - mir-blas - lapack - cblasThis work has been sponsored by Symmetry Investments and Kaleidic Associates.
About Kaleidic Associates
We are a boutique consultancy that advises a small number of hedge fund clients. We are not accepting new clients currently, but if you are interested in working either remotely or locally in London or Hong Kong, and if you are a talented hacker with a moral compass who aspires to excellence then feel free to drop me a line: laeeth at kaleidic.io
We work with our partner Symmetry Investments, and some background on the firm can be found here:
http://symmetryinvestments.com/about-us/
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