sci.math.num-analysis

• Date Index

• cubic spline theory problem,, vsgdp
  • Re: cubic spline theory problem,, Brian Borchers
  • Re: cubic spline theory problem,, Gordon
• Continued Fractions. Root-solving History. Newton. Halley. Householde. Bernoulli., arithmonic
• N=x^2-a^2, fermineutron
  • Re: N=x^2-a^2, Robert Israel
• estimate of addition of three double precision numbers, Ardi
  • Re: estimate of addition of three double precision numbers, Peter Spellucci
• addition of three double precision numbers and the relative error, Ardi
  • Re: addition of three double precision numbers and the relative error, Peter Spellucci
• How to define the a priori probability density for this problem?, Jamaica
  • Re: How to define the a priori probability density for this problem?, Ray Koopman
• More tight upper bound of the smallest eigenvalue of A + B, shna
  • Re: More tight upper bound of the smallest eigenvalue of A + B, Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, October 30, 2006, PhDs . org Webmaster
• Perfect squares, fermineutron
  • Re: Perfect squares, Robert Israel
• Group structures in incompressible fluid flows, mw
• about new development in solving linear systems, hollowspook
  • Re: about new development in solving linear systems, Julian V. Noble
    • Re: about new development in solving linear systems, Gordon Sande
    • Re: about new development in solving linear systems, hollowspook
• Practical value of factorials and primes, fermineutron
• statistics correlation and probability, Lady Musketeer
• Question.., TheGhost
  • Re: Question.., m_piwnicki
• Mean probability of lotto integer?, Stig Holmquist
  • Re: Mean probability of lotto integer?, fermineutron
  • Re: Mean probability of lotto integer?, Toby Kelsey
• Any algorithms to solve an integrodifferential equation?, Nye
  • Re: Any algorithms to solve an integrodifferential equation?, Peter Spellucci
• Interesting problem (limits theory), precarion
  • <Possible follow-ups>
  • Re: Interesting problem (limits theory), W. F. Wang
• Examining of ratio eigenvalue (max and min) after updating matrix, shna
  • Re: Examining of ratio eigenvalue (max and min) after updating matrix, Carl Christian Kjelgaard Mikkelsen
    • Re: Examining of ratio eigenvalue (max and min) after updating matrix, shna
      • Re: Examining of ratio eigenvalue (max and min) after updating matrix, Carl Christian Kjelgaard Mikkelsen
• Numerical integration of two partial derivatives, Farhad
  • Re: Numerical integration of two partial derivatives, Torsten Hennig
    • Re: Numerical integration of two partial derivatives, Torsten Hennig
      • Re: Numerical integration of two partial derivatives, Farhad
• Minimization Problem, e_hobsbawm
  • Re: Minimization Problem, Peter Spellucci
• math function in C++, vinicius.sjdr
  • Re: math function in C++, dcorbit
    • Re: math function in C++, dcorbit
      • Re: math function in C++, vinicius.sjdr
      • Re: math function in C++, dcorbit
• Stopping criteria for iterative methods, Blase
  • Re: Stopping criteria for iterative methods, Peter Spellucci
    • Re: Stopping criteria for iterative methods, Bernard Danloy
  • Re: Stopping criteria for iterative methods, Carl Christian K. Mikkelsen
• Need recommendations for optimization software, dculp
  • Re: Need recommendations for optimization software, dcorbit
• schaums outlines, Jeremy Watts
  • Re: schaums outlines, Badger
• Prime factoring based on a sum, fermineutron
  • Re: Prime factoring based on a sum, Tim Peters
    • Re: Prime factoring based on a sum, fermineutron
    • Re: Prime factoring based on a sum, Tim Peters
• Graham Number, fermineutron
  • Re: Graham Number, jacob navia
    • Re: Graham Number, fermineutron
• Prime Factors, fermineutron
  • Re: Prime Factors, dcorbit
• Factorials and primes, fermineutron
  • Re: Factorials and primes, fermineutron
    • Re: Factorials and primes, Risto Lankinen
      • Re: Factorials and primes, fermineutron
• Conditioning nearly-commuting matrices, base736
  • Re: Conditioning nearly-commuting matrices, Duncan Muirhead
    • Re: Conditioning nearly-commuting matrices, Duncan Muirhead
    • Re: Conditioning nearly-commuting matrices, base736
  • Re: Conditioning nearly-commuting matrices, Peter Spellucci
• Linear approx for cube root?, sherwood@xxxxxxxxxxxxxx
  • Re: Linear approx for cube root?, Martin Brown
  • Re: Linear approx for cube root?, Gert Van den Eynde
    • Re: Linear approx for cube root?, Toby Kelsey
      • Re: Linear approx for cube root?, David W . Cantrell
      • Re: Linear approx for cube root?, sherwood@xxxxxxxxxxxxxx
      • Re: Linear approx for cube root?, Toby Kelsey
      • Re: Linear approx for cube root?, sherwood@xxxxxxxxxxxxxx
      • Re: Linear approx for cube root?, Peter Spellucci
      • Re: Linear approx for cube root?, sherwood@xxxxxxxxxxxxxx
      • Re: Linear approx for cube root?, Peter Spellucci
  • Re: Linear approx for cube root?, Zdislav V. Kovarik
• Stress tensor: cylindrical-cartesian conversion, chengiz
  • Re: Stress tensor: cylindrical-cartesian conversion, Gordon
  • Re: Stress tensor: cylindrical-cartesian conversion, Peter Spellucci
• Problem solving A*X = B, Jeser Zalba
  • Re: Problem solving A*X = B, Jeremy Watts
    • Re: Problem solving A*X = B, Jeser Zalba
  • Re: Problem solving A*X = B, W. F. Wang
  • Re: Problem solving A*X = B, DP
  • Re: Problem solving A*X = B, Peter Spellucci
  • Re: Problem solving A*X = B, Duncan Muirhead
    • Re: Problem solving A*X = B, Jeser Zalba
      • Re: Problem solving A*X = B, Duncan Muirhead
      • Re: Problem solving A*X = B, Peter Spellucci
• approximation by means of simplify fraction, Falex
  • Re: approximation by means of simplify fraction, Peter Spellucci
  • Re: approximation by means of simplify fraction, Falex
    • Re: approximation by means of simplify fraction, Peter Spellucci
  • Re: approximation by means of simplify fraction, Falex
    • Re: approximation by means of simplify fraction, Peter Spellucci
  • Re: approximation by means of simplify fraction, Falex
    • Re: approximation by means of simplify fraction, dcorbit
  • Re: approximation by means of simplify fraction, Falex
  • Re: approximation by means of simplify fraction, Falex
    • Re: approximation by means of simplify fraction, Peter Spellucci
  • Re: approximation by means of simplify fraction, Toby Kelsey
  • Re: approximation by means of simplify fraction, Falex
• New mathematics/physical sciences positions at http://jobs.phds.org, October 23, 2006, PhDs . org Webmaster
• Discretization and the variational principle, Stefan Nagele
  • Re: Discretization and the variational principle, Peter Spellucci
• Help with a point of intersection, russiandon
  • Re: Help with a point of intersection, michael
• Solving Symmetric Positive-Definite Matrix, tonybarker
  • Re: Solving Symmetric Positive-Definite Matrix, Herman Rubin
  • Re: Solving Symmetric Positive-Definite Matrix, Bernard Danloy
  • Re: Solving Symmetric Positive-Definite Matrix, Peter Spellucci
    • Re: Solving Symmetric Positive-Definite Matrix, Bernard Danloy
      • Re: Solving Symmetric Positive-Definite Matrix, Peter Spellucci
• number of the beast, Torben Menke
  • Re: number of the beast, Jarek
    • Re: number of the beast, Robert Israel
      • Re: number of the beast, Torben Menke
• Errors in "Computer Approximations" by Hart et al., lcw1964
  • Re: Errors in "Computer Approximations" by Hart et al., Norbert Juffa
    • Re: Errors in "Computer Approximations" by Hart et al., lcw1964
      • Re: Errors in "Computer Approximations" by Hart et al., lcw1964
  • Re: Errors in "Computer Approximations" by Hart et al., Badger
    • Re: Errors in "Computer Approximations" by Hart et al., lcw1964
      • Re: Errors in "Computer Approximations" by Hart et al., Badger
• segmentation fault with nleq1..., Rodrigo Lopez-Negrete
  • Re: segmentation fault with nleq1..., Peter Spellucci
    • Re: segmentation fault with nleq1..., Rodrigo Lopez-Negrete
• Best Linear Algebra Package for C++ ?? i.e. C++ use for Numerical Computation, Ayesha
  • Re: Best Linear Algebra Package for C++ ?? i.e. C++ use for Numerical Computation, dcorbit
    • Re: Best Linear Algebra Package for C++ ?? i.e. C++ use for Numerical Computation, dcorbit
• performance of superLU and superLU-MT, xyzeq
• Re: Large matrices in c++, Yves1
  • Re: Large matrices in c++, Sudarshan Raghunathan
  • Re: Large matrices in c++, Roy Stogner
  • Re: Large matrices in c++, Bill Shortall
    • Re: Large matrices in c++, Blase
      • Re: Large matrices in c++, Bill Shortall
      • Re: Large matrices in c++, Gordon Sande
• Instability in numerical computation of the moments of Weibull distributions..., Mike
  • Re: Instability in numerical computation of the moments of Weibull distributions..., Mike
    • Re: Instability in numerical computation of the moments of Weibull distributions..., Paul Abbott
  • Re: Instability in numerical computation of the moments of Weibull distributions..., Peter Spellucci
• How to update LU factors, ufuk
  • Re: How to update LU factors, john2
    • Re: How to update LU factors, Brian Borchers
      • Re: How to update LU factors, john2
  • Re: How to update LU factors, carlos
    • Re: How to update LU factors, carlos
  • Re: How to update LU factors, Arnold Neumaier
  • Re: How to update LU factors, Victor Eijkhout
    • Re: How to update LU factors, Gordon Sande
• Type formula, Falex
  • Re: Type formula, Robert Israel
  • Re: Type formula, Falex
    • Re: Type formula, Robert Israel
  • Re: Type formula, Falex
• Non linear Diffusion Eq. Info Literature, neurino
  • Re: Non linear Diffusion Eq. Info Literature, michael
  • Re: Non linear Diffusion Eq. Info Literature, Peter Spellucci
• integral along hyperbola, oogunlade
  • Re: integral along hyperbola, Robert Israel
    • Re: integral along hyperbola, oogunlade
• please recommend a good algorithm for positioning of Design Structure Matrix, dave
• Fixed step solver for DAE system, n o s p a m p l e a s e
  • Re: Fixed step solver for DAE system, Peter Spellucci
  • Re: Fixed step solver for DAE system, michael
    • Re: Fixed step solver for DAE system, n o s p a m p l e a s e
      • Re: Fixed step solver for DAE system, Peter Spellucci
  • Re: Fixed step solver for DAE system, andy2O
• speed of matlab versus Blitz in C++, RS
  • Re: speed of matlab versus Blitz in C++, highegg
    • Re: speed of matlab versus Blitz in C++, RS
  • Re: speed of matlab versus Blitz in C++, carlos
    • Re: speed of matlab versus Blitz in C++, Sudarshan Raghunathan
  • Re: speed of matlab versus Blitz in C++, Zdeněk Hurák
  • Re: speed of matlab versus Blitz in C++, Harmonic Software
  • Re: speed of matlab versus Blitz in C++, Sudarshan Raghunathan
  • Re: speed of matlab versus Blitz in C++, andy
• gcc >>> mono ?, mg
  • Re: gcc >>> mono ?, jacob navia
  • Re: gcc >>> mono ?, Gordon Sande
  • Re: gcc >>> mono ?, dcorbit
• Stable algorithm for computing generalized eigenvectors, Uwe Schmitt
  • Re: Stable algorithm for computing generalized eigenvectors, Peter Spellucci
  • Re: Stable algorithm for computing generalized eigenvectors, Bernard Danloy
• Closed and open set, W. F. Wang
  • Re: Closed and open set, Torsten Hennig
    • Re: Closed and open set, W. F. Wang
      • Re: Closed and open set, Robert Israel
      • Re: Closed and open set, W. F. Wang
      • Re: Closed and open set, israel
      • Re: Closed and open set, W. F. Wang
• Fitting Cubic Spline to Noisy Data, nine44
  • Re: Fitting Cubic Spline to Noisy Data, Peter Spellucci
• random points on the sphere: applications?, Bart
• passing C function to Fortran qagi numerical integration function, chrisweed
  • Re: passing C function to Fortran qagi numerical integration function, Allen McIntosh
  • Re: passing C function to Fortran qagi numerical integration function, mg
• generalized eigenvalue problems ?, Pierre Alliez
  • Re: generalized eigenvalue problems ?, Helmut Weber
• square root, tirzan78
  • Re: square root, Peter Spellucci
    • Re: square root, Ray Koopman
  • Message not available
    • Re: square root, Alex. Lupas
  • Re: square root, W H G
  • Re: square root, dcorbit
    • Re: square root, tirzan78
  • Re: square root, dcorbit
  • Message not available
    • Re: square root, tirzan78
      • Re: square root, Peter Spellucci
      • Re: square root, tirzan78
      • Re: square root, Peter Spellucci
  • Re: square root, arithmeticae
• execution times, Jeremy Watts
  • Re: execution times, Peter Spellucci
    • Re: execution times, Harmonic Software
      • Re: execution times, Jeremy Watts
  • Re: execution times, Mark Westwood
    • Re: execution times, Steve Hawkwind
  • Re: execution times, andy2O
    • Re: execution times, Jeremy Watts
• New mathematics/physical sciences positions at http://jobs.phds.org, October 16, 2006, PhDs . org Webmaster
• find an proper optimization module, cmkim
  • Re: find an proper optimization module, shadeofgray
• Zagier's polynomials, Harry J. Smith
• Fixed point iteration like projected-gradient method, shna
  • Re: Fixed point iteration like projected-gradient method, Peter Spellucci
    • Re: Fixed point iteration like projected-gradient method, shna
      • Re: Fixed point iteration like projected-gradient method, Peter Spellucci
      • Re: Fixed point iteration like projected-gradient method, shna
      • Re: Fixed point iteration like projected-gradient method, Peter Spellucci
      • Re: Fixed point iteration like projected-gradient method, shna
      • Re: Fixed point iteration like projected-gradient method, Peter Spellucci
      • Re: Fixed point iteration like projected-gradient method, shna
      • Re: Fixed point iteration like projected-gradient method, Peter Spellucci
• C Source code for Integration & differentiation, krish
  • Re: C Source code for Integration & differentiation, andy2O
    • Re: C Source code for Integration & differentiation, sandeep.chittora@xxxxxxxxx
  • Re: C Source code for Integration & differentiation, Jeremy Watts
  • Re: C Source code for Integration & differentiation, A . L .
    • Re: C Source code for Integration & differentiation, widmar
  • Re: C Source code for Integration & differentiation, mg
• PLEASE HELP FACTOR, russiandon
  • Re: PLEASE HELP FACTOR, Badger
    • Re: PLEASE HELP FACTOR, Julian V. Noble
  • Re: PLEASE HELP FACTOR, W H G
    • Re: PLEASE HELP FACTOR, robin
  • Re: PLEASE HELP FACTOR, olegus
  • Re: PLEASE HELP FACTOR, DP
• singular value decomposition & zero singular values, Steve Hawkwind
  • Re: singular value decomposition & zero singular values, Hans Mittelmann
    • Re: singular value decomposition & zero singular values, Steve Hawkwind
• Numerical methods for Lebesgue integrals?, Ben Crain
  • Re: Numerical methods for Lebesgue integrals?, Roy Stogner
    • Re: Numerical methods for Lebesgue integrals?, Julian V. Noble
  • Re: Numerical methods for Lebesgue integrals?, Peter Spellucci
  • Re: Numerical methods for Lebesgue integrals?, paya
  • Re: Numerical methods for Lebesgue integrals?, Ben Crain
    • Re: Numerical methods for Lebesgue integrals?, Dave Seaman
  • Re: Numerical methods for Lebesgue integrals?, Robert Israel
• Aleph0 or Aleph1?, eestath
• EndPoints in Integration, Nye
  • Re: EndPoints in Integration, Peter Spellucci
    • Re: EndPoints in Integration, Nye
      • Re: EndPoints in Integration, Peter Spellucci
      • Re: EndPoints in Integration, Nye
      • Re: EndPoints in Integration, Nye
      • Re: EndPoints in Integration, Fred Krogh
      • Re: EndPoints in Integration, Peter Spellucci
• ? inhomogeneous properties, Cheng Cosine
  • Re: ? inhomogeneous properties, Peter Spellucci
  • Re: ? inhomogeneous properties, andy2O
    • Re: ? inhomogeneous properties, Cheng Cosine
      • Re: ? inhomogeneous properties, andy2O
      • Re: ? inhomogeneous properties, Cheng Cosine
      • Re: ? inhomogeneous properties, Peter Spellucci
      • Re: ? inhomogeneous properties, andy2O
      • Re: ? inhomogeneous properties, Cheng Cosine
      • Re: ? inhomogeneous properties, Peter Spellucci
• convergence proof - non cooperative game, jonagold
  • Re: convergence proof - non cooperative game, Peter Spellucci
    • Re: convergence proof - non cooperative game, jonagold
      • Re: convergence proof - non cooperative game, Peter Spellucci
• complex Francis QR step, Steve Hawkwind
• L-transform - what am I doing wrong?, Ruffe
  • Re: L-transform - what am I doing wrong?, Ruffe
• How to Show Reasoning for this Question, Vee
  • Re: How to Show Reasoning for this Question, Vee
• Interpolation of positive functions, dudesinmexico
  • Re: Interpolation of positive functions, Julian V. Noble
    • Re: Interpolation of positive functions, dudesinmexico
      • Re: Interpolation of positive functions, Ioannis
  • Re: Interpolation of positive functions, Sudarshan Raghunathan
  • Re: Interpolation of positive functions, john2
  • Re: Interpolation of positive functions, Olin Perry Norton
    • Re: Interpolation of positive functions, Peter Spellucci
  • Re: Interpolation of positive functions, Alex. Lupas
    • Re: Interpolation of positive functions, Alex. Lupas
      • Re: Interpolation of positive functions, dudesinmexico
      • Re: Interpolation of positive functions, Alex. Lupas
• absolute error problem correction, eric
  • Re: absolute error problem correction, Julian V. Noble
  • Re: absolute error problem correction, Ray Koopman
  • Re: absolute error problem correction, Peter Spellucci
    • Re: absolute error problem correction, eric
• 7429-Get everything you need, adersonwil@xxxxxxxxx
• absolute error, eric
  • Re: absolute error, eric
• Extract steady state points in time dependent data within the specified tolerance, Binesh
• significant digits, eric
  • Re: significant digits, Peter Spellucci
    • Re: significant digits, eric
    • Re: significant digits, Bernard Danloy
      • Re: significant digits, eric
  • Re: significant digits, eric
  • Re: significant digits, Dave Dodson
    • Re: significant digits, eric
• New mathematics/physical sciences positions at http://jobs.phds.org, October 09, 2006, PhDs . org Webmaster
• machine precision,, vsgdp
  • Re: machine precision,, paya
  • Re: machine precision,, Peter Spellucci
  • Re: machine precision,, Everett M. Greene
  • Re: machine precision,, D. Baruth
• spherical neumann function, jacob navia
  • Re: spherical neumann function, dcorbit
  • Re: spherical neumann function, Paul Abbott
• Virtual Community for the Simulation and the Numerical Modeling ->, FEM CFD - Wind Engineering
• Solving modular equation, tmp1
• solving linear system of equations, hemanth
  • Re: solving linear system of equations, Peter Spellucci
• Choosing basis rotation planes, schoenfeld . one
• Simulating an evolutionary PDE with Dirac delta functions in it, sarahroy
  • Re: Simulating an evolutionary PDE with Dirac delta functions in it, Inf
• Full Jacobian subroutine for DASSL, Rodrigo Lopez-Negrete
  • Re: Full Jacobian subroutine for DASSL, michael
• Polynomial with rational coefficients, n= 4 ?, Alex. Lupas
  • Re: Polynomial with rational coefficients, n= 4 ?, Robert Israel
    • Re: Polynomial with rational coefficients, n= 4 ?, Alex. Lupas
• polynomial interpolation,, vsgdp
  • Re: polynomial interpolation,, Bernard Danloy
  • Re: polynomial interpolation,, michael
  • Re: polynomial interpolation,, vsgdp
• about direct method and iterative method, hollowspook
  • Re: about direct method and iterative method, Peter Spellucci
• Importing a Excel file to Mat Lab, Nishant
  • Re: Importing a Excel file to Mat Lab, One Usenet Poster
    • Re: Importing a Excel file to Mat Lab, Nishant
• Appending the Mat files in MAT LAB, Nishant
  • Re: Appending the Mat files in MAT LAB, Nasser Abbasi
    • Re: Appending the Mat files in MAT LAB, Nishant
• Appending the Mat files, Nishant
• slope-limiting methods, mishooax
  • Re: slope-limiting methods, nelson marques
  • <Possible follow-ups>
  • slope-limiting methods, mishooax
    • Re: slope-limiting methods, Torsten Hennig
• LAPACK routines requiring IEEE 754 math, cmundi
• Error estimate in Quadpack, Nye
  • Re: Error estimate in Quadpack, Peter Spellucci
    • Re: Error estimate in Quadpack, Nye
      • Re: Error estimate in Quadpack, Peter Spellucci
• Re: Soluntion of LP with Complementarity Constraint, Peter Spellucci
• Can you figure out the pattern?, Vee
  • Re: Can you figure out the pattern?, Carl Barron
  • Re: Can you figure out the pattern?, kunzmilan
  • Re: Can you figure out the pattern?, Bob Kolker
    • Re: Can you figure out the pattern?, sarahroy
      • Re: Can you figure out the pattern?, Carl Barron
• Multithreaded scientific programming, Rob McDonald
  • Re: Multithreaded scientific programming, A . L .
  • Re: Multithreaded scientific programming, DP
  • Re: Multithreaded scientific programming, A . L .
  • Re: Multithreaded scientific programming, Mark Westwood
    • Re: Multithreaded scientific programming, Bob Kolker
      • Re: Multithreaded scientific programming, A . L .
  • Message not available
    • Message not available
      • Message not available
      • Message not available
      • Message not available
      • Re: Multithreaded scientific programming, Sudarshan Raghunathan
  • Re: Multithreaded scientific programming, andy
  • Re: Multithreaded scientific programming, Harmonic Software
• Re: ? LS and TLS calculation, Cheng Cosine
  • Re: ? LS and TLS calculation, Peter Spellucci
  • Re: ? LS and TLS calculation, Cheng Cosine
  • <Possible follow-ups>
  • Re: ? LS and TLS calculation, Cheng Cosine
  • Re: ? LS and TLS calculation, SungEun.Jo@xxxxxxxxx
    • Re: ? LS and TLS calculation, Cheng Cosine
• Re: numbers close to one, jsnX
• Quadratic interpolation, smart0072000in
• Finding the right probability distribution, iconoplasty
  • Re: Finding the right probability distribution, john2
    • Re: Finding the right probability distribution, Allen McIntosh
  • Re: Finding the right probability distribution, Julian V. Noble
  • Re: Finding the right probability distribution, Allen McIntosh
• Re: logarithmic algorithm, Jon Slaughter
  • Re: logarithmic algorithm, dcorbit
    • Re: logarithmic algorithm, dcorbit
      • Re: logarithmic algorithm, dcorbit
  • Re: logarithmic algorithm, Bernard Danloy
• Looking for a sparse-matrix template-based C++ library, Jugoslav Dujic
  • Re: Looking for a sparse-matrix template-based C++ library, Sudarshan Raghunathan
• singular value decomposition of a complex matrix, Steve Hawkwind
  • Re: singular value decomposition of a complex matrix, DTB
    • Re: singular value decomposition of a complex matrix, Steve Hawkwind
      • Re: singular value decomposition of a complex matrix, DTB
      • Re: singular value decomposition of a complex matrix, Steve Hawkwind
      • Re: singular value decomposition of a complex matrix, Steve Hawkwind
      • Re: singular value decomposition of a complex matrix, DTB
• Gauss-Seidel-LCP, Clockwork
  • Re: Gauss-Seidel-LCP, Hans Mittelmann
• preconditioner to Krylov subspace method, nelson marques
  • Re: preconditioner to Krylov subspace method, Sudarshan Raghunathan
  • Re: preconditioner to Krylov subspace method, andy2O
  • Re: preconditioner to Krylov subspace method, Birgitte og CC
    • Re: preconditioner to Krylov subspace method, nelson marques
      • Re: preconditioner to Krylov subspace method, Rainer von Seggern
• determining elements of a matrix from the determinant's value?, daverc31
  • Re: determining elements of a matrix from the determinant's value?, Hans Mittelmann
    • Re: determining elements of a matrix from the determinant's value?, Dave Dodson
      • Re: determining elements of a matrix from the determinant's value?, Hans Mittelmann
  • Re: determining elements of a matrix from the determinant's value?, Ray Koopman
    • Re: determining elements of a matrix from the determinant's value?, daverc31
      • Re: determining elements of a matrix from the determinant's value?, Robert Israel
      • Re: determining elements of a matrix from the determinant's value?, Paul Abbott
      • Re: determining elements of a matrix from the determinant's value?, daverc31
    • Re: determining elements of a matrix from the determinant's value?, daverc31
    • Re: determining elements of a matrix from the determinant's value?, andy2O
      • Re: determining elements of a matrix from the determinant's value?, daverc31
• New mathematics/physical sciences positions at http://jobs.phds.org, October 02, 2006, PhDs . org Webmaster
• any fast algorithm to calculate the determinant of a matrix?, yuanliu1
  • Re: any fast algorithm to calculate the determinant of a matrix?, Peter L. Montgomery
    • Re: any fast algorithm to calculate the determinant of a matrix?, yuanliu1
      • Re: any fast algorithm to calculate the determinant of a matrix?, Hans Mittelmann
  • Re: any fast algorithm to calculate the determinant of a matrix?, Julian V. Noble
    • Re: any fast algorithm to calculate the determinant of a matrix?, Han de Bruijn
    • Re: any fast algorithm to calculate the determinant of a matrix?, yuanliu1
      • Re: any fast algorithm to calculate the determinant of a matrix?, Hans Mittelmann
      • Re: any fast algorithm to calculate the determinant of a matrix?, yuanliu1
      • Re: any fast algorithm to calculate the determinant of a matrix?, Han de Bruijn
      • Re: any fast algorithm to calculate the determinant of a matrix?, yuanliu1
      • Re: any fast algorithm to calculate the determinant of a matrix?, Hans Mittelmann
      • Re: any fast algorithm to calculate the determinant of a matrix?, Allen McIntosh
      • Re: any fast algorithm to calculate the determinant of a matrix?, yuanliu1
      • Re: any fast algorithm to calculate the determinant of a matrix?, Allen McIntosh
• Re: Preconditioning and regularization example, aus_fas
• similar ILP formulations, but very different complexity, thyeros.public@xxxxxxxxx
• Re: How to solve equation with varialbe included in integral, insect
• Quine the Afterlife, CoreyWhite
  • Re: Quine the Afterlife, Steve Hawkwind
• Constructing a curvilinear coordinate system, Rich Townsend
  • Re: Constructing a curvilinear coordinate system, Jentje Goslinga
• Standard test functions for non-linear least squares, Francis Burton
  • Re: Standard test functions for non-linear least squares, Brian Borchers
    • Re: Standard test functions for non-linear least squares, Francis Burton
• Re: Secant method vs Newton's method, Bernard Danloy
  • Re: Secant method vs Newton's method, Jentje Goslinga
    • Re: Secant method vs Newton's method, Bernard Danloy
      • Re: Secant method vs Newton's method, Jentje Goslinga
    • Re: Secant method vs Newton's method, arithmonic
• Re: An interpolation question, Bernard Danloy
• Linear system resolution: cholesky factor vs iterative method, mail_lucien-google
  • Re: Linear system resolution: cholesky factor vs iterative method, Han de Bruijn
    • Re: Linear system resolution: cholesky factor vs iterative method, mail_lucien-google
      • Re: Linear system resolution: cholesky factor vs iterative method, Han . deBruijn
  • Re: Linear system resolution: cholesky factor vs iterative method, Peter Spellucci
    • Re: Linear system resolution: cholesky factor vs iterative method, mail_lucien-google
      • Re: Linear system resolution: cholesky factor vs iterative method, carlos
      • Re: Linear system resolution: cholesky factor vs iterative method, Peter Spellucci
  • Re: Linear system resolution: cholesky factor vs iterative method, carlos
• LS.FEM Patch for 3-D Ideal Flow, Han de Bruijn
  • Re: LS.FEM Patch for 3-D Ideal Flow, Han . deBruijn
• Re: A report by Bothe, Z. on Gaussian elimination., Hans Mittelmann
  • Re: A report by Bothe, Z. on Gaussian elimination., Carl Christian Kjelgaard Mikkelsen
    • Re: A report by Bothe, Z. on Gaussian elimination., Hans Mittelmann
      • Re: A report by Bothe, Z. on Gaussian elimination., Birgitte og CC
• Sudoku Creator and Step by Step Solver, Sri

• Windows
• Science
• Usenet

• Archive
• About
• Privacy
• Search
• Imprint