Skip to content
New issue

Have a question about this project? Sign up for a free GitHub account to open an issue and contact its maintainers and the community.

By clicking “Sign up for GitHub”, you agree to our terms of service and privacy statement. We’ll occasionally send you account related emails.

Already on GitHub? Sign in to your account

remove Woodbury special matrix type #10024

Merged
merged 3 commits into from
Feb 2, 2015
Merged
Show file tree
Hide file tree
Changes from all commits
Commits
File filter

Filter by extension

Filter by extension

Conversations
Failed to load comments.
Loading
Jump to
Jump to file
Failed to load files.
Loading
Diff view
Diff view
2 changes: 2 additions & 0 deletions NEWS.md
Original file line number Diff line number Diff line change
Expand Up @@ -170,6 +170,8 @@ Library improvements
Deprecated or removed
---------------------

* Woodbury special matrix type has been removed from LinAlg ([#10023]).

* `median` and `median!` no longer accept a `checknan` keyword argument ([#8605]).

* `inf` and `nan` are now deprecated in favor of `T(Inf)` and `NaN`, respectively ([#8776]).
Expand Down
1 change: 0 additions & 1 deletion base/linalg.jl
Original file line number Diff line number Diff line change
Expand Up @@ -211,7 +211,6 @@ include("linalg/lu.jl")

include("linalg/bunchkaufman.jl")
include("linalg/symmetric.jl")
include("linalg/woodbury.jl")
include("linalg/diagonal.jl")
include("linalg/bidiag.jl")
include("linalg/uniformscaling.jl")
Expand Down
92 changes: 0 additions & 92 deletions base/linalg/woodbury.jl

This file was deleted.

4 changes: 0 additions & 4 deletions doc/stdlib/linalg.rst
Original file line number Diff line number Diff line change
Expand Up @@ -443,10 +443,6 @@ Linear algebra functions in Julia are largely implemented by calling functions f

Construct a real symmetric tridiagonal matrix from the diagonal and upper diagonal, respectively. The result is of type ``SymTridiagonal`` and provides efficient specialized eigensolvers, but may be converted into a regular matrix with :func:`full`.

.. function:: Woodbury(A, U, C, V)

Construct a matrix in a form suitable for applying the Woodbury matrix identity.

.. function:: rank(M)

Compute the rank of a matrix.
Expand Down
139 changes: 69 additions & 70 deletions test/linalg/pinv.jl
Original file line number Diff line number Diff line change
Expand Up @@ -89,104 +89,103 @@ end


function test_pinv(a,m,n,tol1,tol2,tol3)
debug && println("=== julia/matlab pinv, default tol=eps(1.0)*max(size(a)) ===")
apinv = pinv(a);

debug && println("=== julia/matlab pinv, default tol=eps(1.0)*max(size(a)) ===")
apinv = pinv(a);
@test_approx_eq_eps vecnorm(a*apinv*a - a)/vecnorm(a) 0 tol1
x0 = randn(n); b = a*x0; x = apinv*b;
@test_approx_eq_eps vecnorm(a*x-b)/vecnorm(b) 0 tol1
debug && println(vecnorm(a*apinv*a - a)/vecnorm(a))
debug && println(vecnorm(a*x-b)/vecnorm(b))

@test_approx_eq_eps vecnorm(a*apinv*a - a)/vecnorm(a) 0 tol1
x0 = randn(n); b = a*x0; x = apinv*b;
@test_approx_eq_eps vecnorm(a*x-b)/vecnorm(b) 0 tol1
debug && println(vecnorm(a*apinv*a - a)/vecnorm(a))
debug && println(vecnorm(a*x-b)/vecnorm(b))

debug && println("=== julia pinv, tol=sqrt(eps(1.0)) ===")
apinv = pinv(a,sqrt(eps(real(one(eltype(a))))));

debug && println("=== julia pinv, tol=sqrt(eps(1.0)) ===")
apinv = pinv(a,sqrt(eps(real(one(eltype(a))))));

@test_approx_eq_eps vecnorm(a*apinv*a - a)/vecnorm(a) 0 tol2
x0 = randn(n); b = a*x0; x = apinv*b;
@test_approx_eq_eps vecnorm(a*x-b)/vecnorm(b) 0 tol2
debug && println(vecnorm(a*apinv*a - a)/vecnorm(a))
debug && println(vecnorm(a*x-b)/vecnorm(b))

@test_approx_eq_eps vecnorm(a*apinv*a - a)/vecnorm(a) 0 tol2
x0 = randn(n); b = a*x0; x = apinv*b;
@test_approx_eq_eps vecnorm(a*x-b)/vecnorm(b) 0 tol2
debug && println(vecnorm(a*apinv*a - a)/vecnorm(a))
debug && println(vecnorm(a*x-b)/vecnorm(b))
end


srand(12345)

for eltya in (Float64, Complex128)
let
for eltya in (Float64, Complex128)

debug && println("\n\n<<<<<", eltya, ">>>>>")
debug && println("\n\n<<<<<", eltya, ">>>>>")

m = 1000
n = 100
debug && println("\n\n n = ", n, ", m = ",m)
m = 1000
n = 100
debug && println("\n\n n = ", n, ", m = ",m)

default_tol = (real(one(eltya))) * max(m,n) * 10
default_tol = (real(one(eltya))) * max(m,n) * 10

debug && println("\n--- dense/ill-conditioned matrix ---\n");
### a = randn_float64(m,n) * hilb(eltya,n);
a = hilb(eltya,m,n);
test_pinv(a,m,n,1e-2,1e-5,1e-5)
debug && println("\n--- dense/ill-conditioned matrix ---\n");
### a = randn_float64(m,n) * hilb(eltya,n);
a = hilb(eltya,m,n);
test_pinv(a,m,n,1e-2,1e-5,1e-5)

debug && println("\n--- dense/diagonal matrix ---\n");
a = onediag(eltya,m,n);
test_pinv(a,m,n,default_tol,default_tol,default_tol)
debug && println("\n--- dense/diagonal matrix ---\n");
a = onediag(eltya,m,n);
test_pinv(a,m,n,default_tol,default_tol,default_tol)

debug && println("\n--- dense/tri-diagonal matrix ---\n");
a = tridiag(eltya,m,n);
test_pinv(a,m,n,default_tol,1e-5,default_tol)
debug && println("\n--- dense/tri-diagonal matrix ---\n");
a = tridiag(eltya,m,n);
test_pinv(a,m,n,default_tol,1e-5,default_tol)

debug && println("\n--- Diagonal matrix ---\n");
a = onediag_sparse(eltya,m);
test_pinv(a,m,m,default_tol,default_tol,default_tol)
debug && println("\n--- Diagonal matrix ---\n");
a = onediag_sparse(eltya,m);
test_pinv(a,m,m,default_tol,default_tol,default_tol)

m = 100
n = 100
debug && println("\n\n n = ", n, ", m = ",m)
m = 100
n = 100
debug && println("\n\n n = ", n, ", m = ",m)

default_tol = (real(one(eltya))) * max(m,n) * 10
default_tol = (real(one(eltya))) * max(m,n) * 10

debug && println("\n--- dense/ill-conditioned matrix ---\n");
### a = randn_float64(m,n) * hilb(eltya,n);
a = hilb(eltya,m,n);
test_pinv(a,m,n,1e-2,1e-5,1e-5)
debug && println("\n--- dense/ill-conditioned matrix ---\n");
### a = randn_float64(m,n) * hilb(eltya,n);
a = hilb(eltya,m,n);
test_pinv(a,m,n,1e-2,1e-5,1e-5)

debug && println("\n--- dense/diagonal matrix ---\n");
a = onediag(eltya,m,n);
test_pinv(a,m,n,default_tol,default_tol,default_tol)
debug && println("\n--- dense/diagonal matrix ---\n");
a = onediag(eltya,m,n);
test_pinv(a,m,n,default_tol,default_tol,default_tol)

debug && println("\n--- dense/tri-diagonal matrix ---\n");
a = tridiag(eltya,m,n);
test_pinv(a,m,n,default_tol,1e-5,default_tol)
debug && println("\n--- dense/tri-diagonal matrix ---\n");
a = tridiag(eltya,m,n);
test_pinv(a,m,n,default_tol,1e-5,default_tol)

debug && println("\n--- Diagonal matrix ---\n");
a = onediag_sparse(eltya,m);
test_pinv(a,m,m,default_tol,default_tol,default_tol)
debug && println("\n--- Diagonal matrix ---\n");
a = onediag_sparse(eltya,m);
test_pinv(a,m,m,default_tol,default_tol,default_tol)

m = 100
n = 1000
debug && println("\n\n n = ", n, ", m = ",m)
m = 100
n = 1000
debug && println("\n\n n = ", n, ", m = ",m)

default_tol = (real(one(eltya))) * max(m,n) * 10
default_tol = (real(one(eltya))) * max(m,n) * 10

debug && println("\n--- dense/ill-conditioned matrix ---\n");
### a = randn_float64(m,n) * hilb(eltya,n);
a = hilb(eltya,m,n);
test_pinv(a,m,n,1e-2,1e-5,1e-5)
debug && println("\n--- dense/ill-conditioned matrix ---\n");
### a = randn_float64(m,n) * hilb(eltya,n);
a = hilb(eltya,m,n);
test_pinv(a,m,n,1e-2,1e-5,1e-5)

debug && println("\n--- dense/diagonal matrix ---\n");
a = onediag(eltya,m,n);
test_pinv(a,m,n,default_tol,default_tol,default_tol)
debug && println("\n--- dense/diagonal matrix ---\n");
a = onediag(eltya,m,n);
test_pinv(a,m,n,default_tol,default_tol,default_tol)

debug && println("\n--- dense/tri-diagonal matrix ---\n");
a = tridiag(eltya,m,n);
test_pinv(a,m,n,default_tol,1e-5,default_tol)

debug && println("\n--- Diagonal matrix ---\n");
a = onediag_sparse(eltya,m);
test_pinv(a,m,m,default_tol,default_tol,default_tol)
debug && println("\n--- dense/tri-diagonal matrix ---\n");
a = tridiag(eltya,m,n);
test_pinv(a,m,n,default_tol,1e-5,default_tol)

debug && println("\n--- Diagonal matrix ---\n");
a = onediag_sparse(eltya,m);
test_pinv(a,m,m,default_tol,default_tol,default_tol)
end
end


Expand Down
Loading