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Francesco Brarda
stan-math-petsc
Commits
153ff186
Commit
153ff186
authored
6 years ago
by
Stan Jenkins
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[Jenkins] auto-formatting by clang-format version 5.0.0-3~16.04.1 (tags/RELEASE_500/final)
parent
9603f93f
stan-petsc
bugfix/1063-std-lgamma
bugfix/1152-algebra_solver-lambdas
bugfix/issue-1250-lgamma
bugfix/issue-1270-add-check-for-meta-includes
bugfix/issue-2708-map-rect-fail
code-cleanup/chain-final
code-cleanup/issue-937-flatten
develop
feature/1258-ad-test-core
feature/automatic-autodiff-testing
feature/concept-chainable-allocator
feature/daniel-windows
feature/eigen-aligned-malloc
feature/faster-ad-tls
feature/faster-ad-tls-v2
feature/faster-ad-tls-v3
feature/faster-ad-tls-v4
feature/faster-ad-tls-v4-windows
feature/faster-ad-tls-v6
feature/intel-tbb-lib
feature/issue-1012-binorm-copula-cdf
feature/issue-1115-newton_solver
feature/issue-123-complex
feature/issue-1257-diff_algebra_solver
feature/issue-38-multi_normal_sufficient
feature/issue-755-laplace
feature/issue-937-flatten-meta-again
feature/issue-937-flatten-meta-the-third
feature/issue-937-flatten-meta-third
feature/issue-962-bivar-norm
feature/issue-989-rev-mat-eig
feature/lambertw
feature/map_rect-cpp17
feature/map_rect-fail-windows
feature/matrix_sqrt
feature/openMP
feature/parallel_for_each
feature/python-test-math-dependencies
feature/refactor-nested
feature/sparse-cholesky
internal/no-assert
issue-static-init-order
master
mpi_errors
parallel-ad-tape-3
release/v2.19.0
release/v2.19.1
release/v2.20.0
seantest/faster-ad-tls-v3
stancon/syclik
syclik/forward-mode
v2.20.0
v2.19.1
v2.19.0
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stan/math/gpu/kernels/negative_rectangular_lower_triangular_multiply.hpp
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-6
...ernels/negative_rectangular_lower_triangular_multiply.hpp
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+6
-6
stan/math/gpu/kernels/negative_rectangular_lower_triangular_multiply.hpp
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153ff186
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@@ -15,12 +15,12 @@ const char* negative_rectangular_lower_triangular_multiply_kernel_code
* Calculates C = -B * A where B is rectangular and A is a lower
* triangular.
* The full inverse requires calculation of the lower left rectangular
* matrix within the lower left triangular C3 = -C2*A3*C1. where C2 is
the
* inverse of the bottom right lower triangular, C1 is the inverse
of the
* upper left lower and A3 is the original lower triangulars
lower left
* rectangular. This kernel performs multiplications on
submatrices in
* the input matrix A in parallel and includes
optimizations
* to account for the lower triangular input matrix A.
* matrix within the lower left triangular C3 = -C2*A3*C1. where C2 is
*
the
inverse of the bottom right lower triangular, C1 is the inverse
*
of the
upper left lower and A3 is the original lower triangulars
*
lower left
rectangular. This kernel performs multiplications on
*
submatrices in
the input matrix A in parallel and includes
*
optimizations
to account for the lower triangular input matrix A.
*
*
* @param[in, out] A Input matrix that is being inverted.
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