LINPACK

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LINPACK is a collection of Fortran subroutines that analyze and solve linear equations and linear least-squares problems. The package solves linear systems whose matrices are general, banded, symmetric indefinite, symmetric positive definite, triangular, and tridiagonal square. In addition, the package computes the QR and singular value decompositions of rectangular matrices and applies them to least-squares problems. LINPACK uses column-oriented algorithms to increase efficiency by preserving locality of reference.

LINPACK was designed for supercomputers in use in the 1970s and early 1980s. LINPACK has been largely superceded by LAPACK, which has been designed to run efficiently on shared-memory, vector supercomputers.


#	Netlib Index for LINPACK
#
#	NOTE:
#	1.  Entries are arranged in alphabetical order by the real routine name.
#	(If you are looking for a specific complex Hermitian routine, you
#	will find it listed with its real symmetric equivalent.)
#	2.  Specifications for pairs of real and complex routines have been
#	merged.  In a few cases, specifications of three routines have been
#	merged, one for real symmetric, one for complex symmetric, and one
#	for complex Hermitian matrices.
#	3.  Specifications are given only for single precision routines.  To
#	adapt them for the double precision version of the software, simply
#	interpret REAL as DOUBLE PRECISION and COMPLEX and COMPLEX*16 (or
#	DOUBLE COMPLEX).


file	readme
for	README file for LINPACK


lib	chk
for	test drivers for LINPACK


file	schdc.f  schdc.f plus dependencies
gams	D2b1b
for	computes the Cholesky decomposition of a positive definite matrix,
,	a pivoting option allows the user to estimate the condition of a
,	positive definite matrix or determine the rank of a positive
,	semidefinite matrix
prec	single

file	dchdc.f  dchdc.f plus dependencies
gams	D2b1b
for	computes the Cholesky decomposition of a positive definite matrix,
,	a pivoting option allows the user to estimate the condition of a
,	positive definite matrix or determine the rank of a positive
,	semidefinite matrix
prec	double

file	cchdc.f  cchdc.f plus dependencies
gams	D2d1b
for	computes the Cholesky decomposition of a positive definite matrix,
,	a pivoting option allows the user to estimate the condition of a
,	positive definite matrix or determine the rank of a positive
,	semidefinite matrix
prec	complex

file	zchdc.f  zchdc.f plus dependencies
gams	D2d1b
for	computes the Cholesky decomposition of a positive definite matrix,
,	a pivoting option allows the user to estimate the condition of a
,	positive definite matrix or determine the rank of a positive
,	semidefinite matrix
prec	doublecomplex


file	schdd.f  schdd.f plus dependencies
gams	D7b
for	downdates an augmented Cholesky decomposition or the triangular
,	factor of an augmented QR decomposition
prec	single

file	dchdd.f  dchdd.f plus dependencies
gams	D7b
for	downdates an augmented Cholesky decomposition or the triangular
,	factor of an augmented QR decomposition
prec	double

file	cchdd.f  cchdd.f plus dependencies
gams	D7b
for	downdates an augmented Cholesky decomposition or the triangular
,	factor of an augmented QR decomposition
prec	complex

file	zchdd.f  zchdd.f plus dependencies
gams	D7b
for	downdates an augmented Cholesky decomposition or the triangular
,	factor of an augmented QR decomposition
prec	doublecomplex


file	schex.f  schex.f plus dependencies
gams	D7b
for	updates the Cholesky factorization
prec	single

file	dchex.f  dchex.f plus dependencies
gams	D7b
for	updates the Cholesky factorization
prec	double

file	cchex.f  cchex.f plus dependencies
gams	D7b
for	updates the Cholesky factorization
prec	complex

file	zchex.f  zchex.f plus dependencies
gams	D7b
for	updates the Cholesky factorization
prec	doublecomplex


file	schud.f  schud.f plus dependencies
gams	D7b
for	updates an augmented Cholesky decomposition or the triangular
,	part of an augmented QR decomposition
prec	single

file	dchud.f  dchud.f plus dependencies
gams	D7b
for	updates an augmented Cholesky decomposition or the triangular
,	part of an augmented QR decomposition
prec	double

file	cchud.f  cchud.f plus dependencies
gams	D7b
for	updates an augmented Cholesky decomposition or the triangular
,	part of an augmented QR decomposition
prec	complex

file	zchud.f  zchud.f plus dependencies
gams	D7b
for	updates an augmented Cholesky decomposition or the triangular
,	part of an augmented QR decomposition
prec	doublecomplex


file	sgbco.f  sgbco.f plus dependencies
gams	D2a2
for	factors a real band matrix by Gaussian elimination and
,	estimates the condition number of the matrix
prec	single

file	dgbco.f  dgbco.f plus dependencies
gams	D2a2
for	factors a real band matrix by Gaussian elimination and
,	estimates the condition number of the matrix
prec	double

file	cgbco.f  cgbco.f plus dependencies
gams	D2c2
for	factors a complex band matrix by Gaussian elimination and
,	estimates the condition number of the matrix
prec	complex

file	zgbco.f  zgbco.f plus dependencies
gams	D2c2
for	factors a complex band matrix by Gaussian elimination and
,	estimates the condition number of the matrix
prec	doublecomplex


file	sgbdi.f
gams	D3a2
for	computes the determinant of a band matrix using the factors
,	computed by (linpack/sgbco) or (linpack/sgbfa), if the inverse
,	is needed use (linpack/sgbsl) n times
prec	single

file	dgbdi.f
gams	D3a2
for	computes the determinant of a band matrix using the factors
,	computed by (linpack/dgbco) or (linpack/dgbfa), if the inverse
,	is needed use (linpack/dgbsl) n times
prec	double

file	cgbdi.f
gams	D3c2
for	computes the determinant of a band matrix using the factors
,	computed by (linpack/cgbco) or (linpack/cgbfa), if the inverse
,	is needed use (linpack/cgbsl) n times
prec	complex

file	zgbdi.f
gams	D3c2
for	computes the determinant of a band matrix using the factors
,	computed by (linpack/zgbco) or (linpack/zgbfa), if the inverse
,	is needed use (linpack/zgbsl) n times
prec	doublecomplex


file	sgbfa.f  sgbfa.f plus dependencies
gams	D2a2
for	factors a band matrix by elimination
prec	single

file	dgbfa.f  dgbfa.f plus dependencies
gams	D2a2
for	factors a band matrix by elimination
prec	double

file	cgbfa.f  cgbfa.f plus dependencies
gams	D2c2
for	factors a band matrix by elimination
prec	complex

file	zgbfa.f  zgbfa.f plus dependencies
gams	D2c2
for	factors a band matrix by elimination
prec	doublecomplex


file	sgbsl.f  sgbsl.f plus dependencies
gams	D2a2
for	solves the real band system Ax = b or trans(A)x = b using
,	the factors computed by (linpack/sgbco) or (linpack/sgbfa)
prec	single

file	dgbsl.f  dgbsl.f plus dependencies
gams	D2a2
for	solves the real band system Ax = b or trans(A)x = b using
,	the factors computed by (linpack/dgbco) or (linpack/dgbfa)
prec	double

file	cgbsl.f  cgbsl.f plus dependencies
gams	D2c2
for	solves the complex band system Ax = b or trans(A)x = b using
,	the factors computed by (linpack/cgbco) or (linpack/cgbfa)
prec	complex

file	zgbsl.f  zgbsl.f plus dependencies
gams	D2c2
for	solves the complex band system Ax = b or trans(A)x = b using
,	the factors computed by (linpack/zgbco) or (linpack/zgbfa)
prec	doublecomplex


file	sgeco.f  sgeco.f plus dependencies
gams	D2a1
for	factors a matrix by Gaussian elimination and estimates the
,	condition number of the matrix
prec	single

file	dgeco.f  dgeco.f plus dependencies
gams	D2a1
for	factors a matrix by Gaussian elimination and estimates the
,	condition number of the matrix
prec	double

file	cgeco.f  cgeco.f plus dependencies
gams	D2c1
for	factors a matrix by Gaussian elimination and estimates the
,	condition number of the matrix
prec	complex

file	zgeco.f  zgeco.f plus dependencies
gams	D2c1
for	factors a matrix by Gaussian elimination and estimates the
,	condition number of the matrix
prec	doublecomplex


file	sgedi.f  sgedi.f plus dependencies
gams	D3a1, D2a1
for	computes the determinant and inverse of a matrix using the 
,	factors computed by (linpack/sgeco) or (linpack/sgefa)
prec	single

file	dgedi.f  dgedi.f plus dependencies
gams	D3a1, D2a1
for	computes the determinant and inverse of a matrix using the 
,	factors computed by (linpack/dgeco) or (linpack/dgefa)
prec	double

file	cgedi.f  cgedi.f plus dependencies
gams	D2c1, D3c1
for	computes the determinant and inverse of a matrix using the 
,	factors computed by (linpack/cgeco) or (linpack/cgefa)
prec	complex

file	zgedi.f  zgedi.f plus dependencies
gams	D2c1, D3c1
for	computes the determinant and inverse of a matrix using the 
,	factors computed by (linpack/zgeco) or (linpack/zgefa)
prec	doublecomplex


file	sgefa.f  sgefa.f plus dependencies
gams	D2a1
for	factors a real matrix by Gaussian elimination
prec	single

file	dgefa.f  dgefa.f plus dependencies
gams	D2a1
for	factors a real matrix by Gaussian elimination
prec	double

file	cgefa.f  cgefa.f plus dependencies
gams	D2c1
for	factors a complex matrix by Gaussian elimination
prec	complex

file	zgefa.f  zgefa.f plus dependencies
gams	D2c1
for	factors a complex matrix by Gaussian elimination
prec	doublecomplex


file	sgesl.f  sgesl.f plus dependencies
gams	D2a1
for	solves the real system Ax = b or trans(A)x = b using 
,	the factors computed by (linpack/sgeco) or (linpack/sgefa)
prec	single

file	dgesl.f  dgesl.f plus dependencies
gams	D2a1
for	solves the real system Ax = b or trans(A)x = b using 
,	the factors computed by (linpack/dgeco) or (linpack/dgefa)
prec	double

file	cgesl.f  cgesl.f plus dependencies
gams	D2c1
for	solves the complex system Ax = b or trans(A)x = b using 
,	the factors computed by (linpack/cgeco) or (linpack/cgefa)
prec	complex

file	zgesl.f  zgesl.f plus dependencies
gams	D2c1
for	solves the complex system Ax = b or trans(A)x = b using 
,	the factors computed by (linpack/zgeco) or (linpack/zgefa)
prec	doublecomplex


file	sgtsl.f
gams	D2a2a
for	given a general tridiagonal matrix and a right hand side will 
,	find the solution
prec	single

file	dgtsl.f
gams	D2a2a
for	given a general tridiagonal matrix and a right hand side will 
,	find the solution
prec	double

file	cgtsl.f
gams	D2c2a
for	given a general tridiagonal matrix and a right hand side will 
,	find the solution
prec	complex

file	zgtsl.f
gams	D2c2a
for	given a general tridiagonal matrix and a right hand side will 
,	find the solution
prec	doublecomplex


file	spbco.f  spbco.f plus dependencies
gams	D2b2
for	factors a real symmetric positive definite matrix stored
,	in band form and estimates the condition of the matrix
prec	single

file	dpbco.f  dpbco.f plus dependencies
gams	D2b2
for	factors a real symmetric positive definite matrix stored
,	in band form and estimates the condition of the matrix
prec	double

file	cpbco.f  cpbco.f plus dependencies
gams	D2d2
for	factors a complex hermitian positive definite matrix stored
,	in band form and estimates the condition of the matrix
prec	complex

file	zpbco.f  zpbco.f plus dependencies
gams	D2d2
for	factors a complex hermitian positive definite matrix stored
,	in band form and estimates the condition of the matrix
prec	doublecomplex


file	spbdi.f
gams	D3b2
for	computes the determinant of a real symmetric positive
,	definite band matrix using the factors computed by (linpack/spbco)
,	or (linpack/spbfa), if the inverse is needed use (linpack/spbsl)
,	n times
prec	single

file	dpbdi.f
gams	D3b2
for	computes the determinant of a real symmetric positive
,	definite band matrix using the factors computed by (linpack/dpbco)
,	or (linpack/dpbfa), if the inverse is needed use (linpack/dpbsl)
,	n times
prec	double

file	cpbdi.f
gams	D3d2
for	computes the determinant of a complex hermitian positive
,	definite band matrix using the factors computed by (linpack/cpbco)
,	or (linpack/cpbfa), if the inverse is needed use (linpack/cpbsl)
,	n times
prec	complex

file	zpbdi.f
gams	D3d2
for	computes the determinant of a complex hermitian positive
,	definite band matrix using the factors computed by (linpack/zpbco)
,	or (linpack/zpbfa), if the inverse is needed use (linpack/zpbsl)
,	n times
prec	doublecomplex


file	spbfa.f  spbfa.f plus dependencies
gams	D2b2
for	factors a real symmetric positive definite matrix stored
,	in band form
prec	single

file	dpbfa.f  dpbfa.f plus dependencies
gams	D2b2
for	factors a real symmetric positive definite matrix stored
,	in band form
prec	double

file	cpbfa.f  cpbfa.f plus dependencies
gams	D2d2
for	factors a complex hermitian positive definite matrix stored
,	in band form
prec	complex

file	zpbfa.f  zpbfa.f plus dependencies
gams	D2d2
for	factors a complex hermitian positive definite matrix stored
,	in band form
prec	doublecomplex


file	spbsl.f  spbsl.f plus dependencies
gams	D2b2
for	solves the real symmetric positive definite band system
,	Ax = b using the factors computed by (linpack/spbco) or (linpack/spbfa)
prec	single

file	dpbsl.f  dpbsl.f plus dependencies
gams	D2b2
for	solves the real symmetric positive definite band system
,	Ax = b using the factors computed by (linpack/dpbco) or (linpack/dpbfa)
prec	double

file	cpbsl.f  cpbsl.f plus dependencies
gams	D2d2
for	solves the complex hermitian positive definite band system
,	Ax = b using the factors computed by (linpack/cpbco) or (linpack/cpbfa)
prec	complex

file	zpbsl.f  zpbsl.f plus dependencies
gams	D2d2
for	solves the complex hermitian positive definite band system
,	Ax = b using the factors computed by (linpack/zpbco) or (linpack/zpbfa)
prec	doublecomplex


file	spoco.f  spoco.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix and
,	estimates the condition number of the matrix
prec	single

file	dpoco.f  dpoco.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix and
,	estimates the condition number of the matrix
prec	double

file	cpoco.f  cpoco.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix and
,	estimates the condition number of the matrix
prec	complex

file	zpoco.f  zpoco.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix and
,	estimates the condition number of the matrix
prec	doublecomplex


file	spodi.f  spodi.f plus dependencies
gams	D2b1b,D3b1b
for	computes the determinant and inverse of a certain real
,	symmetric positive definite matrix using the factors computed by
,	(linpack/spoco), (linpack/spofa) or (linpack/sqrdc)
prec	single

file	dpodi.f  dpodi.f plus dependencies
gams	D2b1b,D3b1b
for	computes the determinant and inverse of a certain real
,	symmetric positive definite matrix using the factors computed by
,	(linpack/dpoco), (linpack/dpofa) or (linpack/dqrdc)
prec	double

file	cpodi.f  cpodi.f plus dependencies
gams	D2d1b, D3d1b
for	computes the determinant and inverse of a certain complex
,	hermitian positive definite matrix using the factors computed by
,	(linpack/cpoco), (linpack/cpofa) or (linpack/cqrdc)
prec	complex

file	zpodi.f  zpodi.f plus dependencies
gams	D2d1b, D3d1b
for	computes the determinant and inverse of a certain complex
,	hermitian positive definite matrix using the factors computed by
,	(linpack/zpoco), (linpack/zpofa) or (linpack/zqrdc)
prec	doublecomplex


file	spofa.f  spofa.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix
prec	single

file	dpofa.f  dpofa.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix
prec	double

file	cpofa.f  cpofa.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix
prec	complex

file	zpofa.f  zpofa.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix
prec	doublecomplex


file	sposl.f  sposl.f plus dependencies
gams	D2b1b
for	solves the real symmetric positive definite system
,	Ax = b using the factors computed by (linpack/spoco) or
,	(linpack/spofa)
prec	single

file	dposl.f  dposl.f plus dependencies
gams	D2b1b
for	solves the real symmetric positive definite system
,	Ax = b using the factors computed by (linpack/dpoco) or
,	(linpack/dpofa)
prec	double

file	cposl.f  cposl.f plus dependencies
gams	D2d1b
for	solves the complex hermitian positive definite system
,	Ax = b using the factors computed by (linpack/cpoco) or
,	(linpack/cpofa)
prec	complex

file	zposl.f  zposl.f plus dependencies
gams	D2d1b
for	solves the complex hermitian positive definite system
,	Ax = b using the factors computed by (linpack/zpoco) or
,	(linpack/zpofa)
prec	doublecomplex


file	sppco.f  sppco.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix stored
,	in packed form and estimates the condition number of the matrix
prec	single

file	dppco.f  dppco.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix stored
,	in packed form and estimates the condition number of the matrix
prec	double

file	cppco.f  cppco.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix stored
,	in packed form and estimates the condition number of the matrix
prec	complex

file	zppco.f  zppco.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix stored
,	in packed form and estimates the condition number of the matrix
prec	doublecomplex


file	sppdi.f  sppdi.f plus dependencies
gams	D2b1b,D3b1b
for	computes the determinant and inverse of a real symmetric
,	positive definite matrix using the factors computed by
,	(linpack/sppco) or (linpack/sppfa)
prec	single

file	dppdi.f  dppdi.f plus dependencies
gams	D2b1b,D3b1b
for	computes the determinant and inverse of a real symmetric
,	positive definite matrix using the factors computed by
,	(linpack/dppco) or (linpack/dppfa)
prec	double

file	cppdi.f  cppdi.f plus dependencies
gams	D2d1b, D3d1b
for	computes the determinant and inverse of a complex hermitian
,	positive definite matrix using the factors computed by
,	(linpack/cppco) or (linpack/cppfa)
prec	complex

file	zppdi.f  zppdi.f plus dependencies
gams	D2d1b, D3d1b
for	computes the determinant and inverse of a complex hermitian
,	positive definite matrix using the factors computed by
,	(linpack/zppco) or (linpack/zppfa)
prec	doublecomplex


file	sppfa.f  sppfa.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix stored
,	in packed form
prec	single

file	dppfa.f  dppfa.f plus dependencies
gams	D2b1b
for	factors a real symmetric positive definite matrix stored
,	in packed form
prec	double

file	cppfa.f  cppfa.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix stored
,	in packed form
prec	complex

file	zppfa.f  zppfa.f plus dependencies
gams	D2d1b
for	factors a complex hermitian positive definite matrix stored
,	in packed form
prec	doublecomplex


file	sppsl.f  sppsl.f plus dependencies
gams	D2b1b
for	solves the real symmetric positive definite system
,	Ax = b using the factors computed by (linpack/sppco) or
,	(linpack/sppfa)
prec	single

file	dppsl.f  dppsl.f plus dependencies
gams	D2b1b
for	solves the real symmetric positive definite system
,	Ax = b using the factors computed by (linpack/dppco) or
,	(linpack/dppfa)
prec	double

file	cppsl.f  cppsl.f plus dependencies
gams	D2d1b
for	solves the complex hermitian positive definite system
,	Ax = b using the factors computed by (linpack/cppco) or
,	(linpack/cppfa)
prec	complex

file	zppsl.f  zppsl.f plus dependencies
gams	D2d1b
for	solves the complex hermitian positive definite system
,	Ax = b using the factors computed by (linpack/zppco) or
,	(linpack/zppfa)
prec	doublecomplex


file	sptsl.f
gams	D2b2a
for	given a positive definite tridiagonal matrix and a right hand
,	side will find the solution
prec	single

file	dptsl.f
gams	D2b2a
for	given a positive definite tridiagonal matrix and a right hand
,	side will find the solution
prec	double

file	cptsl.f
gams	D2d2a
for	given a positive definite tridiagonal matrix and a right hand
,	side will find the solution
prec	complex

file	zptsl.f
gams	D2d2a
for	given a positive definite tridiagonal matrix and a right hand
,	side will find the solution
prec	doublecomplex


file	sqrdc.f  sqrdc.f plus dependencies
gams	D5
for	uses Householder transformations to compute the QR factorization,
,	column pivoting based on the 2-norms of the reduced columns may
,	be performed at the user's option
prec	single

file	dqrdc.f  dqrdc.f plus dependencies
gams	D5
for	uses Householder transformations to compute the QR factorization,
,	column pivoting based on the 2-norms of the reduced columns may
,	be performed at the user's option
prec	double

file	cqrdc.f  cqrdc.f plus dependencies
gams	D5
for	uses Householder transformations to compute the QR factorization,
,	column pivoting based on the 2-norms of the reduced columns may
,	be performed at the user's option
prec	complex

file	zqrdc.f  zqrdc.f plus dependencies
gams	D5
for	uses Householder transformations to compute the QR factorization,
,	column pivoting based on the 2-norms of the reduced columns may
,	be performed at the user's option
prec	doublecomplex


file	sqrsl.f  sqrsl.f plus dependencies
gams	D2a1, D9a1
for	applies the output of (linpack/sqrdc) to compute coordinate
,	transformations, projections, and least squares solutions
prec	single

file	dqrsl.f  dqrsl.f plus dependencies
gams	D2a1, D9a1
for	applies the output of (linpack/dqrdc) to compute coordinate
,	transformations, projections, and least squares solutions
prec	double

file	cqrsl.f  cqrsl.f plus dependencies
gams	D9a1, D2c1
for	applies the output of (linpack/cqrdc) to compute coordinate
,	transformations, projections, and least squares solutions
prec	complex

file	zqrsl.f  zqrsl.f plus dependencies
gams	D9a1, D2c1
for	applies the output of (linpack/zqrdc) to compute coordinate
,	transformations, projections, and least squares solutions
prec	doublecomplex


file	ssico.f  ssico.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix by elimination with symmetric
,	pivoting and estimates the condition number of the matrix
prec	single

file	dsico.f  dsico.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix by elimination with symmetric
,	pivoting and estimates the condition number of the matrix
prec	double

file	csico.f  csico.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix by eliminatin with symmetric
,	pivoting and estimates the condition number of the matrix
prec	complex

file	zsico.f  zsico.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix by eliminatin with symmetric
,	pivoting and estimates the condition number of the matrix
prec	doublecomplex

file	chico.f  chico.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix by elimination with symmetric
,	pivoting and estimates the condition number of the matrix
prec	complex

file	zhico.f  zhico.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix by elimination with symmetric
,	pivoting and estimates the condition number of the matrix
prec	doublecomplex


file	ssidi.f  ssidi.f plus dependencies
gams	D2b1a, D3b1a
for	computes the determinant, inertia and inverse of a real symmetric
,	matrix using the factors from linpack/ssifa
prec	single

file	dsidi.f  dsidi.f plus dependencies
gams	D2b1a, D3b1a
for	computes the determinant, inertia and inverse of a real symmetric
,	matrix using the factors from linpack/dsifa
prec	double

file	csidi.f  csidi.f plus dependencies
gams	D2c1, D3c1
for	computes the determinant, inertia and inverse of a complex symmetric
,	matrix using the factors from linpack/csifa
prec	complex

file	zsidi.f  zsidi.f plus dependencies
gams	D2c1, D3c1
for	computes the determinant, inertia and inverse of a complex symmetric
,	matrix using the factors from linpack/zsifa
prec	doublecomplex

file	chidi.f  chidi.f plus dependencies
gams	D2d1a, D3d1a
for	computes the determinant, inertia and inverse of a complex
,	Hermitian matrix using the factors from linpack/chifa
prec	complex

file	zhidi.f  zhidi.f plus dependencies
gams	D2d1a, D3d1a
for	computes the determinant, inertia and inverse of a complex
,	Hermitian matrix using the factors from linpack/zhifa)
prec	doublecomplex


file	ssifa.f  ssifa.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix by elimination with symmetric
,	pivoting
prec	single

file	dsifa.f  dsifa.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix by elimination with symmetric
,	pivoting
prec	double

file	csifa.f  csifa.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix
,	by elimination with symmetric pivoting
prec	complex

file	zsifa.f  zsifa.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix
,	by elimination with symmetric pivoting
prec	doublecomplex

file	chifa.f  chifa.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix
,	by elimination with symmetric pivoting
prec	complex

file	zhifa.f  zhifa.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix
,	by elimination with symmetric pivoting
prec	doublecomplex


file	ssisl.f  ssisl.f plus dependencies
gams	D2b1a
for	solves the real symmetric system
,	Ax = b using the factors computed by linpack/ssifa
prec	single

file	dsisl.f  dsisl.f plus dependencies
gams	D2b1a
for	solves the real symmetric system
,	Ax = b using the factors computed by linpack/dsifa
prec	double

file	csisl.f  csisl.f plus dependencies
gams	D2c1
for	solves the complex symmetric system
,	Ax = b using the factors computed by linpack/csifa
prec	complex

file	zsisl.f  zsisl.f plus dependencies
gams	D2c1
for	solves the complex symmetric system
,	Ax = b using the factors computed by linpack/zsifa
prec	doublecomplex

file	chisl.f  chisl.f plus dependencies
gams	D2d1a
for	solves the complex Hermitian system
,	Ax = b using the factors computed by linpack/chifa
prec	complex

file	zhisl.f  zhisl.f plus dependencies
gams	D2d1a
for	solves the complex Hermitian system
,	Ax = b using the factors computed by linpack/zhifa
prec	doublecomplex


file	sspco.f  sspco.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix
,	stored in packed form by elimination with symmetric pivoting and
,	estimates the condition number of the matrix
prec	single

file	dspco.f  dspco.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix
,	stored in packed form by elimination with symmetric pivoting and
,	estimates the condition number of the matrix
prec	double

file	cspco.f  cspco.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix
,	stored in packed form by elimination with symmetric pivoting and
,	estimates the condition number of the matrix
prec	complex

file	zspco.f  zspco.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix
,	stored in packed form by elimination with symmetric pivoting and
,	estimates the condition number of the matrix
prec	doublecomplex

file	chpco.f  chpco.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix
,	stored in packed form by elimination with symmetric pivoting and
,	estimates the condition number of the matrix
prec	complex

file	zhpco.f  zhpco.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix
,	stored in packed form by elimination with symmetric pivoting and
,	estimates the condition number of the matrix
prec	doublecomplex


file	sspdi.f  sspdi.f plus dependencies
gams	D2b1a, D3b1a
for	computes the determinant, inertia and inverse of a
,	real symmetric matrix using the factors from linpack/sspfa,
,	where the matrix is stored in packed form
prec	single

file	dspdi.f  dspdi.f plus dependencies
gams	D2b1a, D3b1a
for	computes the determinant, inertia and inverse of a
,	real symmetric matrix using the factors from linpack/dspfa,
,	where the matrix is stored in packed form
prec	double

file	cspdi.f  cspdi.f plus dependencies
gams	D2c1, D3c1
for	computes the determinant, inertia and inverse of a
,	complex symmetric matrix using the factors from linpack/cspfa,
,	where the matrix is stored in packed form
prec	complex

file	zspdi.f  zspdi.f plus dependencies
gams	D2c1, D3c1
for	computes the determinant, inertia and inverse of a
,	complex symmetric matrix using the factors from linpack/zspfa,
,	where the matrix is stored in packed form
prec	doublecomplex

file	chpdi.f  chpdi.f plus dependencies
gams	D2d1a, D3d1a
for	computes the determinant, inertia and inverse of a
,	complex Hermitian matrix using the factors from linpack/chpfa,
,	where the matrix is stored in packed form
prec	complex

file	zhpdi.f  zhpdi.f plus dependencies
gams	D2d1a, D3d1a
for	computes the determinant, inertia and inverse of a
,	complex Hermitian matrix using the factors from linpack/zhpfa,
,	where the matrix is stored in packed form
prec	doublecomplex


file	sspfa.f  sspfa.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix
,	stored in packed form by elimination with symmetric pivoting
prec	single

file	dspfa.f  dspfa.f plus dependencies
gams	D2b1a
for	factors a real symmetric matrix
,	stored in packed form by elimination with symmetric pivoting
prec	double

file	cspfa.f  cspfa.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix
,	stored in packed form by elimination with symmetric pivoting
prec	complex

file	zspfa.f  zspfa.f plus dependencies
gams	D2c1
for	factors a complex symmetric matrix
,	stored in packed form by elimination with symmetric pivoting
prec	doublecomplex

file	chpfa.f  chpfa.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix
,	stored in packed form by elimination with symmetric pivoting
prec	complex

file	zhpfa.f  zhpfa.f plus dependencies
gams	D2d1a
for	factors a complex Hermitian matrix
,	stored in packed form by elimination with symmetric pivoting
prec	doublecomplex


file	sspsl.f  sspsl.f plus dependencies
gams	D2b1a
for	solves the real symmetric system
,	Ax = b using the factors computed by linpack/sspfa
prec	single

file	dspsl.f  dspsl.f plus dependencies
gams	D2b1a
for	solves the real symmetric system
,	Ax = b using the factors computed by linpack/dspfa
prec	double

file	cspsl.f  cspsl.f plus dependencies
gams	D2c1
for	solves the complex symmetric system
,	Ax = b using the factors computed by linpack/cspfa
prec	complex

file	zspsl.f  zspsl.f plus dependencies
gams	D2c1
for	solves the complex symmetric system
,	Ax = b using the factors computed by linpack/zspfa
prec	doublecomplex

file	chpsl.f  chpsl.f plus dependencies
gams	D2d1a 
for	solves the complex Hermitian system
,	Ax = b using the factors computed by linpack/chpfa
prec	complex

file	zhpsl.f  zhpsl.f plus dependencies
gams	D2d1a 
for	solves the complex Hermitian system
,	Ax = b using the factors computed by linpack/zhpfa
prec	doublecomplex


file	ssvdc.f  ssvdc.f plus dependencies
gams	D6
for	reduces a real matrix to diagonal form by orthogonal/unitary
,	transformations
prec	single

file	dsvdc.f  dsvdc.f plus dependencies
gams	D6
for	reduces a real matrix to diagonal form by orthogonal/unitary
,	transformations
prec	double

file	csvdc.f  csvdc.f plus dependencies
gams	D6
for	reduces a complex matrix to diagonal form by orthogonal/unitary
,	transformations
prec	complex

file	zsvdc.f  zsvdc.f plus dependencies
gams	D6
for	reduces a complex matrix to diagonal form by orthogonal/unitary
,	transformations
prec	doublecomplex


file	strco.f  strco.f plus dependencies
gams	D2a3
for	estimates the condition number of a triangular matrix
prec	single

file	dtrco.f  dtrco.f plus dependencies
gams	D2a3
for	estimates the condition number of a triangular matrix
prec	double

file	ctrco.f  ctrco.f plus dependencies
gams	D2c3
for	estimates the condition number of a triangular matrix
prec	complex

file	ztrco.f  ztrco.f plus dependencies
gams	D2c3
for	estimates the condition number of a triangular matrix
prec	doublecomplex


file	strdi.f  strdi.f plus dependencies
gams	D2a3, D3a3
for	computes the determinant and inverse of a triangular matrix
prec	single

file	dtrdi.f  dtrdi.f plus dependencies
gams	D2a3, D3a3
for	computes the determinant and inverse of a triangular matrix
prec	double

file	ctrdi.f  ctrdi.f plus dependencies
gams	D2c3, D3c3
for	computes the determinant and inverse of a triangular matrix
prec	complex

file	ztrdi.f  ztrdi.f plus dependencies
gams	D2c3, D3c3
for	computes the determinant and inverse of a triangular matrix
prec	doublecomplex


file	strsl.f  strsl.f plus dependencies
gams	D2a3
for	solves systems of the form Tx = b or trans(T)x = b where T is
,	a triangular matrix of order n, trans(T) denotes the transpose 
,	of the matrix T
prec	single

file	dtrsl.f  dtrsl.f plus dependencies
gams	D2a3
for	solves systems of the form Tx = b or trans(T)x = b where T is
,	a triangular matrix of order n, trans(T) denotes the transpose 
,	of the matrix T
prec	double

file	ctrsl.f  ctrsl.f plus dependencies
gams	D2c3
for	solves systems of the form Tx = b or trans(T)x = b where T is
,	a triangular matrix of order n, trans(T) denotes the transpose 
,	of the matrix T
prec	complex

file	ztrsl.f  ztrsl.f plus dependencies
gams	D2c3
for	solves systems of the form Tx = b or trans(T)x = b where T is
,	a triangular matrix of order n, trans(T) denotes the transpose 
,	of the matrix T
prec	doublecomplex