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XLPack 6.1
Julia API Reference Manual
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Functions | |
| function | dlange (norm::Char, m::Integer, n::Integer, a::Array{Float64}) |
| One norm, Frobenius norm, infinity norm, or largest absolute value of any element of a general rectangular matrix | |
| function | dlansy (norm::Char, uplo::Char, n::Integer, a::Array{Float64}) |
| One norm, Frobenius norm, infinity norm, or largest absolute value of any element of a real symmetric matrix | |
| function | dgecon (norm::Char, n::Integer, a::Array{Float64}, anorm::Real) |
| Condition number of a general matrix | |
| function | dgesv (n::Integer, a::Array{Float64}, ipiv::Array{Int32}, b::Array{Float64}, nrhs::Integer=1) |
| Solution to system of linear equations AX = B for a general matrix | |
| function | dpocon (uplo::Char, n::Integer, a::Array{Float64}, anorm::Real) |
| Condition number of a symmetric positive definite matrix | |
| function | dposv (uplo::Char, n::Integer, a::Array{Float64}, b::Array{Float64}, nrhs::Integer=1) |
| Solution to system of linear equations AX = B for a symmetric positive definite matrix | |
| function | dsyev (jobz::Char, uplo::Char, n::Integer, a::Array{Float64}, w::Array{Float64}) |
| Eigenvalues and eigenvectors of a symmetric matrix | |
| function | dgecov (job::Integer, n::Integer, a::Array{Float64}, ci::Array{Float64}) |
| Unscaled covariance matrix of linear least squares problem solved by dgels | |
| function | dgels (trans::Char, m::Integer, n::Integer, a::Array{Float64}, b::Array{Float64}, nrhs::Integer=1) |
| Solution to overdetermined or underdetermined linear equations Ax = b (full rank) | |
This is the group of D. Linear solve, eigenvalue routines.