lapack Directory Reference

Directory dependency graph for lapack:

Files
	aggressive_early_deflation.hpp
	aggressive_early_deflation_generalized.hpp
	bidiag.hpp
	conjugate.hpp
	FrancisOpts.hpp
	gebd2.hpp
	gebrd.hpp
	gehd2.hpp
	gehrd.hpp
	gelq2.hpp
	gelqf.hpp
	gelqt.hpp
	gemmtr.hpp
	gen_householder_q.hpp
	generalized_schur_move.hpp
	generalized_schur_swap.hpp
	geql2.hpp
	geqlf.hpp
	geqr2.hpp
	geqrf.hpp
	gerq2.hpp
	gerqf.hpp
	gesvd.hpp
	getrf.hpp
	getrf_level0.hpp
	getrf_recursive.hpp
	getri.hpp
	getri_uili.hpp
	getri_uxli.hpp
	gghd3.hpp
	gghrd.hpp
	hasinf.hpp
	hasnan.hpp
	hemm2.hpp
	hessenberg.hpp
	hessenberg_rq.hpp
	hetd2.hpp
	hetf3.hpp
	Computes a partial factorization of a symmetric or Hermitian matrix A using the Bunch-Kaufman diagonal pivoting method with level 3 BLAS operations.
	hetrf.hpp
	Computes the Bunch-Kaufman factorization of a symmetric or Hermitian matrix A.
	hetrf_blocked.hpp
	Computes the Bunch-Kaufman factorization of a symmetric or Hermitian matrix A using a blocked algorithm with diagonal pivoting.
	householder_lq.hpp
	householder_q_mul.hpp
	householder_ql.hpp
	householder_qr.hpp
	householder_rq.hpp
	infnorm_colmajor.hpp
	infnorm_hermitian_colmajor.hpp
	infnorm_symmetric_colmajor.hpp
	infnorm_triangular_colmajor.hpp
	inv_house3.hpp
	labrd.hpp
	lacpy.hpp
	ladiv.hpp
	lae2.hpp
	laed4.hpp
	laed5.hpp
	laed6.hpp
	laev2.hpp
	lahqr.hpp
	lahqr_eig22.hpp
	lahqr_schur22.hpp
	lahqr_shiftcolumn.hpp
	lahqz.hpp
	lahqz_eig22.hpp
	lahqz_shiftcolumn.hpp
	lahr2.hpp
	lamrg.hpp
	lange.hpp
	lanhe.hpp
	lansy.hpp
	lantr.hpp
	lapy2.hpp
	lapy3.hpp
	larf.hpp
	larfb.hpp
	Applies a Householder block reflector to a matrix.
	larfg.hpp
	larft.hpp
	Forms the triangular factor T of a block reflector.
	larnv.hpp
	Returns a vector of random numbers from a uniform or normal distribution.
	lascl.hpp
	Multiplies a matrix by a scalar.
	laset.hpp
	lasrt.hpp
	lassq.hpp
	lasy2.hpp
	lauum_recursive.hpp
	lu_mult.hpp
	move_bulge.hpp
	mult_hehe.hpp
	mult_llh.hpp
	mult_uhu.hpp
	multishift_qr.hpp
	multishift_qr_sweep.hpp
	multishift_qz.hpp
	multishift_qz_sweep.hpp
	pbtrf_with_workspace.hpp
	potf2.hpp
	Computes the Cholesky factorization of a Hermitian positive definite matrix A using a level-2 algorithm.
	potrf.hpp
	Computes the Cholesky factorization of a Hermitian positive definite matrix A.
	potrf2.hpp
	Computes the Cholesky factorization of a Hermitian positive definite matrix A using the recursive algorithm.
	potrf_blocked.hpp
	Computes the Cholesky factorization of a Hermitian positive definite matrix A using a blocked algorithm.
	potrf_blocked_right_looking.hpp
	Computes the Cholesky factorization of a Hermitian positive definite matrix A using the right-looking blocked algorithm.
	potri.hpp
	Computes the Inverse of a Hermitian positive definite matrix A using recursive algorithms.
	potrs.hpp
	Apply the Cholesky factorization to solve a linear system.
	pttrf.hpp
	Computes the Cholesky factorization of a Hermitian positive definite tridiagonal matrix A.
	qr_iteration.hpp
	rot_sequence.hpp
	rot_sequence3.hpp
	rscl.hpp
	schur_move.hpp
	schur_swap.hpp
	singularvalues22.hpp
	steqr.hpp
	svd22.hpp
	svd_qr.hpp
	tik_bidiag_elden.hpp
	Solves a Tikhonov regularized least squares problem using Eldén's bidiagonalization algorithm.
	tik_qr.hpp
	Solves a Tikhonov regularized least squares problem using QR factorization.
	tik_svd.hpp
	Solves a Tikhonov regularized least squares problem using SVD decompisition.
	tkhnv.hpp
	transpose.hpp
	Out of place transpose.
	trge_qr2.hpp
	trge_ung2r.hpp
	trmm_blocked_mixed.hpp
	trmm_out.hpp
	trsm_tri.hpp
	trtri_recursive.hpp
	ul_mult.hpp
	ung2l.hpp
	ung2r.hpp
	ungbr.hpp
	unghr.hpp
	ungl2.hpp
	unglq.hpp
	ungq.hpp
	ungq_level2.hpp
	ungql.hpp
	ungqr.hpp
	ungr2.hpp
	ungrq.hpp
	ungtr.hpp
	unm2l.hpp
	unm2r.hpp
	unmhr.hpp
	unml2.hpp
	unmlq.hpp
	Multiplies the general m-by-n matrix C by Q from tlapack::gelqf()
	unmq.hpp
	unmq_level2.hpp
	unmql.hpp
	Multiplies the general m-by-n matrix C by Q from tlapack::geqlf()
	unmqr.hpp
	Multiplies the general m-by-n matrix C by Q from tlapack::geqrf()
	unmr2.hpp
	unmrq.hpp
	Multiplies the general m-by-n matrix C by Q from tlapack::gerqf()