Linear Algebra Packages
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GenericLinearAlgebra.jl148Generic numerical linear algebra in Julia
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LinearAlgebra.jl148Generic numerical linear algebra in Julia
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LinearMaps.jl303A Julia package for defining and working with linear maps, also known as linear transformations or linear operators acting on vectors. The only requirement for a LinearMap is that it can act on a vector (by multiplication) efficiently.
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KrylovKit.jl279Krylov methods for linear problems, eigenvalues, singular values and matrix functions
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Octavian.jl230Multi-threaded BLAS-like library that provides pure Julia matrix multiplication
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Krylov.jl338A Julia Basket of Hand-Picked Krylov Methods
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Transducers.jl27Efficient transducers for Julia
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RecursiveFactorization.jl75-
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AutoGrad.jl169Julia port of the Python autograd package.
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LLLplus.jl48Lattice reduction and other lattice tools in Julia
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MKL.jl205Intel MKL linear algebra backend for Julia
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RowEchelon.jl34Small package containing the rref fonction for computing the reduced row echelon form of the matrix A
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Adapt.jl89-
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DirectSum.jl50Tangent bundle, vector space and Submanifold definition
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LinearAlgebraicRepresentation.jl39Official repository of the package LAR for Julia.
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TensorCast.jl137It slices, it dices, it splices!
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SuperLU.jl0-
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SALT.jl6SALT (steady-state ab-initio laser theory) solver package for Julia
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CanonicalTraits.jl63Full-featured traits in Julia. Without full features how dare I say this?
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Divergences.jl9A Julia package for evaluation of divergences between distributions
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HYPRE.jl28Julia interface to hypre linear solvers (https://github.com/hypre-space/hypre)
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SugarBLAS.jl30Syntactic sugar for BLAS polynomials
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MUMPS1.jl0Alternative Julia interface to MUMPS sparse system solver
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CUSPARSE.jl23Julia interface to NVIDIA's CUSPARSE library
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LDA.jl5*Deprecated* - Linear Discriminant Analysis and Kernel Fisher Analysis
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IDRsSolver.jl6++ incorporated into https://github.com/JuliaLang/IterativeSolvers.jl ++ Induced Dimension Reduction method IDR(s) for solving general non-symmetric linear equations using a Krylov method, for example ordinary linear equations or Sylvester and Stein equations.
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LMCLUS.jl1The Julia package for Linear Manifold Clustering
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CUSOLVER.jl15-
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OpenCLBLAS.jl0OpenCL BLAS library wrapper for Julia with samples
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