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Codecov Report✅ All modified and coverable lines are covered by tests. Additional details and impacted files@@ Coverage Diff @@
## master #238 +/- ##
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`+` and `pdadd` of a `PDMat`/`PDiagMat`/`ScalMat` failed when the underlying storage was a static array (e.g. `SMatrix`/`SVector`, issue #167), because `_adddiag`/`_adddiag!` were only defined for `Union{Matrix, SparseMatrixCSC}` and mutated in place — which is impossible for immutable arrays. Replace the non-mutating `_adddiag` wrappers with generic `AbstractMatrix` methods that construct the result (`a + Diagonal(v)`, `a + v*I`, `a .+ c.*Diagonal(v)`); these match the previous single-allocation cost for dense matrices, stay sparse for sparse inputs, and preserve the static container otherwise. Add `_scaleadddiag` for the matrix-scaled `pdadd` paths (`c*a + diagonal`), keeping an in-place fast path for mutable storage and falling back to `muladd` elsewhere. The in-place `_adddiag!` is retained for the truly in-place `pdadd!`. Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
Add a third type parameter `C <: Cholesky{T}` to `PDMat` so the stored
matrix and its Cholesky factorization no longer have to share one array
type. This lets one pair, e.g., a dense matrix with a `Cholesky` whose
factors are a `Fill` (as returned by SparseConnectivityTracer), which
previously errored because the matrix was coerced to the factor type.
The two-argument constructor now keeps both arguments as-is when their
element types match and promotes them otherwise, rather than coercing the
matrix to the factor's array type. As a consequence `PDMat` preserves the
matrix's own type (e.g. `PDMat(Symmetric(A))` keeps the `Symmetric` wrapper).
`PDMat{T, S}` and `PDMat{T}` remain valid partial types, so existing
dispatch, construction, and conversion continue to work.
Add a regression test using a `Fill`-factored `Cholesky` (`FillArrays`
becomes a test dependency), relax the brittle Apple-Silicon allocation
checks in `chol.jl` to `skip=`, and refresh a stale doctest.
Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
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I think this PR is ready for review now. IMO the remaining 3 test failures in the Distributions tests are not practically relevant, they test whether some dense |
PDMat gained a third type parameter `C <: Cholesky{T}` so the Cholesky
factor's storage type is independent of the matrix type, and now stores
`chol::C` (xref #237). Update the documented struct definition to match,
and fix the pre-existing `S<:AbstractMatrix` to `S<:AbstractMatrix{T}`.
Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
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Wouldn't it be better to adjust the Distributions tests first to avoid breaking CI there? |
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Initially I thought it wouldn't be possible (unless we'd remove the tests) but I got an idea, let me check it. |
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CI shows that the Distributions downstream tests in this PR pass with JuliaStats/Distributions.jl#2073 (for which Distributions tests with the latest PDMats release pass as well) |
Note
Builds on #239 (now merged). This PR was stacked on top of it and has been retargeted to
master, so the diff shown here is only this PR's own changes.Why #239 was necessary: decoupling the matrix from the Cholesky factor type means
PDMatnow propagates the matrix's own type — e.g. aSymmetricwrapper — into.mat, instead of densifying it to a plainMatrix. Addition then forwards.matstraight into_adddiag(e.g.+(a::PDMat, b::PDiagMat) = PDMat(_adddiag(a.mat, b.diag))), which previously was only defined forUnion{Matrix, SparseMatrixCSC}and would now hit aMethodError. #239 generalized_adddiag/_scaleadddiagto anyAbstractMatrix, so this PR relies on it to keep+/pdaddworking for the newly-preserved wrapper types.Closes #237.
Problem
PDMat{T, S}forced the stored matrixmat::Sand its Cholesky factorizationchol::Cholesky{T, S}to share one array typeS. Constructing aPDMatfrom a dense matrix and aCholeskywhose factors have a different array type therefore failed, because the matrix was coerced to the factor type:This broke dense
MvNormal/PDMatconstruction over covariances produced bySparseConnectivityTracer(≥ 1.2.2), which returnsCholesky{T, <:Fill}.Change
Add a third type parameter
C <: Cholesky{T}so the factorization's storage type is independent of the matrix's:The two-argument constructor keeps both arguments as-is when their element types match (a fast path that preserves identity,
isbits-ness, and allocation behavior) and promotes them otherwise — instead of the previous lossy "take the element type fromchol" coercion.PDMat{T, S}andPDMat{T}remain valid partial (UnionAll) types, so existing dispatch, construction, conversion, and the deprecations continue to work unchanged.Behavior change
Because the matrix is no longer coerced to the factor type,
PDMatnow keeps the matrix's own type. For examplePDMat(Symmetric(A))keeps theSymmetricwrapper (the data is not densified), where previously.matwas the bare underlying matrix. Thespecialarrays.jlbanded-matrix test is updated accordingly.Tests / misc
Fill-factoredCholesky, looping overmat/cholelement-type combinations acrossPDMat,PDMat{T}, andPDMat{T, S}.FillArraysis added as a test dependency.generics.jl.Full test suite passes locally.
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