/netlib/linpack

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 (tar)
  for: test drivers for LINPACK
• file: schdc.f
  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
  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
  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
  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
  gams: D7b
  for: downdates an augmented Cholesky decomposition or the triangular factor of an augmented QR decomposition
  prec: single
• file: dchdd.f
  gams: D7b
  for: downdates an augmented Cholesky decomposition or the triangular factor of an augmented QR decomposition
  prec: double
• file: cchdd.f
  gams: D7b
  for: downdates an augmented Cholesky decomposition or the triangular factor of an augmented QR decomposition
  prec: complex
• file: zchdd.f
  gams: D7b
  for: downdates an augmented Cholesky decomposition or the triangular factor of an augmented QR decomposition
  prec: doublecomplex
• file: schex.f
  gams: D7b
  for: updates the Cholesky factorization
  prec: single
• file: dchex.f
  gams: D7b
  for: updates the Cholesky factorization
  prec: double
• file: cchex.f
  gams: D7b
  for: updates the Cholesky factorization
  prec: complex
• file: zchex.f
  gams: D7b
  for: updates the Cholesky factorization
  prec: doublecomplex
• file: schud.f
  gams: D7b
  for: updates an augmented Cholesky decomposition or the triangular part of an augmented QR decomposition
  prec: single
• file: dchud.f
  gams: D7b
  for: updates an augmented Cholesky decomposition or the triangular part of an augmented QR decomposition
  prec: double
• file: cchud.f
  gams: D7b
  for: updates an augmented Cholesky decomposition or the triangular part of an augmented QR decomposition
  prec: complex
• file: zchud.f
  gams: D7b
  for: updates an augmented Cholesky decomposition or the triangular part of an augmented QR decomposition
  prec: doublecomplex
• file: sgbco.f
  gams: D2a2
  for: factors a real band matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: single
• file: dgbco.f
  gams: D2a2
  for: factors a real band matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: double
• file: cgbco.f
  gams: D2c2
  for: factors a complex band matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: complex
• file: zgbco.f
  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
  gams: D2a2
  for: factors a band matrix by elimination
  prec: single
• file: dgbfa.f
  gams: D2a2
  for: factors a band matrix by elimination
  prec: double
• file: cgbfa.f
  gams: D2c2
  for: factors a band matrix by elimination
  prec: complex
• file: zgbfa.f
  gams: D2c2
  for: factors a band matrix by elimination
  prec: doublecomplex
• file: sgbsl.f
  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
  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
  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
  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
  gams: D2a1
  for: factors a matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: single
• file: dgeco.f
  gams: D2a1
  for: factors a matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: double
• file: cgeco.f
  gams: D2c1
  for: factors a matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: complex
• file: zgeco.f
  gams: D2c1
  for: factors a matrix by Gaussian elimination and estimates the condition number of the matrix
  prec: doublecomplex
• file: sgedi.f
  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
  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
  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
  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
  gams: D2a1
  for: factors a real matrix by Gaussian elimination
  prec: single
• file: dgefa.f
  gams: D2a1
  for: factors a real matrix by Gaussian elimination
  prec: double
• file: cgefa.f
  gams: D2c1
  for: factors a complex matrix by Gaussian elimination
  prec: complex
• file: zgefa.f
  gams: D2c1
  for: factors a complex matrix by Gaussian elimination
  prec: doublecomplex
• file: sgesl.f
  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
  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
  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
  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
  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
  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
  gams: D2d2
  for: factors a complex symmetric positive definite matrix stored in band form and estimates the condition of the matrix
  prec: complex
• file: zpbco.f
  gams: D2d2
  for: factors a complex symmetric 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 symmetric 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 symmetric 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
  gams: D2b2
  for: factors a real symmetric positive definite matrix stored in band form
  prec: single
• file: dpbfa.f
  gams: D2b2
  for: factors a real symmetric positive definite matrix stored in band form
  prec: double
• file: cpbfa.f
  gams: D2d2
  for: factors a complex symmetric positive definite matrix stored in band form
  prec: complex
• file: zpbfa.f
  gams: D2d2
  for: factors a complex symmetric positive definite matrix stored in band form
  prec: doublecomplex
• file: spbsl.f
  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
  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
  gams: D2d2
  for: solves the complex symmetric positive definite band system Ax = b using the factors computed by (linpack/cpbco) or (linpack/cpbfa)
  prec: complex
• file: zpbsl.f
  gams: D2d2
  for: solves the complex symmetric positive definite band system Ax = b using the factors computed by (linpack/zpbco) or (linpack/zpbfa)
  prec: doublecomplex
• file: spoco.f
  gams: D2b1b
  for: factors a real symmetric positive definite matrix and estimates the condition number of the matrix
  prec: single
• file: dpoco.f
  gams: D2b1b
  for: factors a real symmetric positive definite matrix and estimates the condition number of the matrix
  prec: double
• file: cpoco.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix and estimates the condition number of the matrix
  prec: complex
• file: zpoco.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix and estimates the condition number of the matrix
  prec: doublecomplex
• file: spodi.f
  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
  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
  gams: D2d1b, D3d1b
  for: computes the determinant and inverse of a certain complex symmetric positive definite matrix using the factors computed by (linpack/cpoco), (linpack/cpofa) or (linpack/cqrdc)
  prec: complex
• file: zpodi.f
  gams: D2d1b, D3d1b
  for: computes the determinant and inverse of a certain complex symmetric positive definite matrix using the factors computed by (linpack/zpoco), (linpack/zpofa) or (linpack/zqrdc)
  prec: doublecomplex
• file: spofa.f
  gams: D2b1b
  for: factors a real symmetric positive definite matrix
  prec: single
• file: dpofa.f
  gams: D2b1b
  for: factors a real symmetric positive definite matrix
  prec: double
• file: cpofa.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix
  prec: complex
• file: zpofa.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix
  prec: doublecomplex
• file: sposl.f
  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
  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
  gams: D2d1b
  for: solves the complex symmetric positive definite system Ax = b using the factors computed by (linpack/cpoco) or (linpack/cpofa)
  prec: complex
• file: zposl.f
  gams: D2d1b
  for: solves the complex symmetric positive definite system Ax = b using the factors computed by (linpack/zpoco) or (linpack/zpofa)
  prec: doublecomplex
• file: sppco.f
  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
  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
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix stored in packed form and estimates the condition number of the matrix
  prec: complex
• file: zppco.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix stored in packed form and estimates the condition number of the matrix
  prec: doublecomplex
• file: sppdi.f
  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
  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
  gams: D2d1b, D3d1b
  for: computes the determinant and inverse of a complex symmetric positive definite matrix using the factors computed by (linpack/cppco) or (linpack/cppfa)
  prec: complex
• file: zppdi.f
  gams: D2d1b, D3d1b
  for: computes the determinant and inverse of a complex symmetric positive definite matrix using the factors computed by (linpack/zppco) or (linpack/zppfa)
  prec: doublecomplex
• file: sppfa.f
  gams: D2b1b
  for: factors a real symmetric positive definite matrix stored in packed form
  prec: single
• file: dppfa.f
  gams: D2b1b
  for: factors a real symmetric positive definite matrix stored in packed form
  prec: double
• file: cppfa.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix stored in packed form
  prec: complex
• file: zppfa.f
  gams: D2d1b
  for: factors a complex symmetric positive definite matrix stored in packed form
  prec: doublecomplex
• file: sppsl.f
  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
  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
  gams: D2d1b
  for: solves the complex symmetric positive definite system Ax = b using the factors computed by (linpack/cppco) or (linpack/cppfa)
  prec: complex
• file: zppsl.f
  gams: D2d1b
  for: solves the complex symmetric 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
  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
  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
  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
  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
  gams: D2a1, D9a1
  for: applies the output of (linpack/sqrdc) to compute coordinate transformations, projections, and least squares solutions
  prec: single
• file: dqrsl.f
  gams: D2a1, D9a1
  for: applies the output of (linpack/dqrdc) to compute coordinate transformations, projections, and least squares solutions
  prec: double
• file: cqrsl.f
  gams: D9a1, D2c1
  for: applies the output of (linpack/cqrdc) to compute coordinate transformations, projections, and least squares solutions
  prec: complex
• file: zqrsl.f
  gams: D9a1, D2c1
  for: applies the output of (linpack/zqrdc) to compute coordinate transformations, projections, and least squares solutions
  prec: doublecomplex
• file: ssico.f
  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
  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
  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
  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
  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
  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
  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
  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
  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
  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
  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
  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
  gams: D2b1a
  for: factors a real symmetric matrix by elimination with symmetric pivoting
  prec: single
• file: dsifa.f
  gams: D2b1a
  for: factors a real symmetric matrix by elimination with symmetric pivoting
  prec: double
• file: csifa.f
  gams: D2c1
  for: factors a complex symmetric matrix by elimination with symmetric pivoting
  prec: complex
• file: zsifa.f
  gams: D2c1
  for: factors a complex symmetric matrix by elimination with symmetric pivoting
  prec: doublecomplex
• file: chifa.f
  gams: D2d1a
  for: factors a complex Hermitian matrix by elimination with symmetric pivoting
  prec: complex
• file: zhifa.f
  gams: D2d1a
  for: factors a complex Hermitian matrix by elimination with symmetric pivoting
  prec: doublecomplex
• file: ssisl.f
  gams: D2b1a
  for: solves the real symmetric system Ax = b using the factors computed by linpack/ssifa
  prec: single
• file: dsisl.f
  gams: D2b1a
  for: solves the real symmetric system Ax = b using the factors computed by linpack/dsifa
  prec: double
• file: csisl.f
  gams: D2c1
  for: solves the complex symmetric system Ax = b using the factors computed by linpack/csifa
  prec: complex
• file: zsisl.f
  gams: D2c1
  for: solves the complex symmetric system Ax = b using the factors computed by linpack/zsifa
  prec: doublecomplex
• file: chisl.f
  gams: D2d1a
  for: solves the complex Hermitian system Ax = b using the factors computed by linpack/chifa
  prec: complex
• file: zhisl.f
  gams: D2d1a
  for: solves the complex Hermitian system Ax = b using the factors computed by linpack/zhifa
  prec: doublecomplex
• file: sspco.f
  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
  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
  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
  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
  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
  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
  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
  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
  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
  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
  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
  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
  gams: D2b1a
  for: factors a real symmetric matrix stored in packed form by elimination with symmetric pivoting
  prec: single
• file: dspfa.f
  gams: D2b1a
  for: factors a real symmetric matrix stored in packed form by elimination with symmetric pivoting
  prec: double
• file: cspfa.f
  gams: D2c1
  for: factors a complex symmetric matrix stored in packed form by elimination with symmetric pivoting
  prec: complex
• file: zspfa.f
  gams: D2c1
  for: factors a complex symmetric matrix stored in packed form by elimination with symmetric pivoting
  prec: doublecomplex
• file: chpfa.f
  gams: D2d1a
  for: factors a complex Hermitian matrix stored in packed form by elimination with symmetric pivoting
  prec: complex
• file: zhpfa.f
  gams: D2d1a
  for: factors a complex Hermitian matrix stored in packed form by elimination with symmetric pivoting
  prec: doublecomplex
• file: sspsl.f
  gams: D2b1a
  for: solves the real symmetric system Ax = b using the factors computed by linpack/sspfa
  prec: single
• file: dspsl.f
  gams: D2b1a
  for: solves the real symmetric system Ax = b using the factors computed by linpack/dspfa
  prec: double
• file: cspsl.f
  gams: D2c1
  for: solves the complex symmetric system Ax = b using the factors computed by linpack/cspfa
  prec: complex
• file: zspsl.f
  gams: D2c1
  for: solves the complex symmetric system Ax = b using the factors computed by linpack/zspfa
  prec: doublecomplex
• file: chpsl.f
  gams: D2d1a
  for: solves the complex Hermitian system Ax = b using the factors computed by linpack/chpfa
  prec: complex
• file: zhpsl.f
  gams: D2d1a
  for: solves the complex Hermitian system Ax = b using the factors computed by linpack/zhpfa
  prec: doublecomplex
• file: ssvdc.f
  gams: D6
  for: reduces a real matrix to diagonal form by orthogonal/unitary transformations
  prec: single
• file: dsvdc.f
  gams: D6
  for: reduces a real matrix to diagonal form by orthogonal/unitary transformations
  prec: double
• file: csvdc.f
  gams: D6
  for: reduces a complex matrix to diagonal form by orthogonal/unitary transformations
  prec: complex
• file: zsvdc.f
  gams: D6
  for: reduces a complex matrix to diagonal form by orthogonal/unitary transformations
  prec: doublecomplex
• file: strco.f
  gams: D2a3
  for: estimates the condition number of a triangular matrix
  prec: single
• file: dtrco.f
  gams: D2a3
  for: estimates the condition number of a triangular matrix
  prec: double
• file: ctrco.f
  gams: D2c3
  for: estimates the condition number of a triangular matrix
  prec: complex
• file: ztrco.f
  gams: D2c3
  for: estimates the condition number of a triangular matrix
  prec: doublecomplex
• file: strdi.f
  gams: D2a3, D3a3
  for: computes the determinant and inverse of a triangular matrix
  prec: single
• file: dtrdi.f
  gams: D2a3, D3a3
  for: computes the determinant and inverse of a triangular matrix
  prec: double
• file: ctrdi.f
  gams: D2c3, D3c3
  for: computes the determinant and inverse of a triangular matrix
  prec: complex
• file: ztrdi.f
  gams: D2c3, D3c3
  for: computes the determinant and inverse of a triangular matrix
  prec: doublecomplex
• file: strsl.f
  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
  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
  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
  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

• index help

Eric and Jack