sci.math.num-analysis

• Date Index

• existence of the pseudo-inverse, Jeremy Watts
  • Re: existence of the pseudo-inverse, Robert Israel
• infinite sum of gaussians, Gert Van den Eynde
  • Re: infinite sum of gaussians, Herman Rubin
  • Re: infinite sum of gaussians, Peter Spellucci
  • Re: infinite sum of gaussians, James Van Buskirk
• Currency problem via a CAS (Maple, etc.), majamin
• New mathematics/physical sciences positions at http://jobs.phds.org, January 30, 2006, PhDs . org Webmaster
• Solution of PDEs with guaranteed accuracy, Jürgen Böhm
  • Re: Solution of PDEs with guaranteed accuracy, Hans Mittelmann
  • Re: Solution of PDEs with guaranteed accuracy, Roy Stogner
  • Re: Solution of PDEs with guaranteed accuracy, Robert Israel
  • Re: Solution of PDEs with guaranteed accuracy, andrzej
  • Re: Solution of PDEs with guaranteed accuracy, Peter Spellucci
• volume of polyhedron, peeter123
  • Re: volume of polyhedron, Roy Stogner
• Effective Normal,Beta,Gamma Random Numbers Generation (Again), AlexCh
  • Re: Effective Normal,Beta,Gamma Random Numbers Generation (Again), Allen McIntosh
• Finite volume method, "philosophical" problem, andrea . panizza
  • Re: Finite volume method, "philosophical" problem, Torsten Hennig
    • Re: Finite volume method, "philosophical" problem, andrea . panizza
• New book on Differential Evolution, RS
• Determinant of a particular symmetric matrix, sajesse
  • Re: Determinant of a particular symmetric matrix, Zdislav V. Kovarik
    • Re: Determinant of a particular symmetric matrix, Duncan Muirhead
  • Re: Determinant of a particular symmetric matrix, Alois Steindl
    • Re: Determinant of a particular symmetric matrix, john
      • Re: Determinant of a particular symmetric matrix, john
      • Re: Determinant of a particular symmetric matrix, sajesse
      • Re: Determinant of a particular symmetric matrix, Gottfried Helms
      • Re: Determinant of a particular symmetric matrix, Gottfried Helms
  • Re: Determinant of a particular symmetric matrix, Zdislav V. Kovarik
    • Re: Determinant of a particular symmetric matrix, Robert Israel
• Does exist any equivalent of gradient method in functional spaces?, andrzej
  • Re: Does exist any equivalent of gradient method in functional spaces?, Peter Spellucci
• Testing for Positive Definiteness, mhill37
  • Re: Testing for Positive Definiteness, Dave Dodson
  • Re: Testing for Positive Definiteness, Jeremy Watts
    • Re: Testing for Positive Definiteness, mhill37
      • Re: Testing for Positive Definiteness, Gottfried Helms
      • Re: Testing for Positive Definiteness, Dave Dodson
      • Re: Testing for Positive Definiteness, Ivan Oseledets
    • Re: Testing for Positive Definiteness, Peter Spellucci
• Cryptanalysis, Falwe R
• Solving a set of quadratic equations, mindspawn
  • Re: Solving a set of quadratic equations, Robert Israel
    • Re: Solving a set of quadratic equations, mindspawn
      • Re: Solving a set of quadratic equations, israel
      • Re: Solving a set of quadratic equations, mindspawn
      • Re: Solving a set of quadratic equations, Hans Mittelmann
  • Re: Solving a set of quadratic equations, Peter Spellucci
    • Re: Solving a set of quadratic equations, Hans Mittelmann
  • Re: Solving a set of quadratic equations, confusedstudent1
• New book about Differential Evolution, RS
• Optimization algorithm, David Langevin
  • Re: Optimization algorithm, Robert Israel
• donlp2 problem, MechYouDee
  • Re: donlp2 problem, Hans Mittelmann
    • Re: donlp2 problem, MechYouDee
      • Re: donlp2 problem, Hans Mittelmann
  • Re: donlp2 problem, Evgenii Rudnyi
  • Re: donlp2 problem, Peter Spellucci
    • Re: donlp2 problem, MechYouDee
• Newton Solver library needed, Andreas Schulze
  • Re: Newton Solver library needed, Peter Spellucci
    • Re: Newton Solver library needed, Andreas Schulze
      • Re: Newton Solver library needed, Peter Spellucci
  • Re: Newton Solver library needed, mhill37
  • Re: Newton Solver library needed, Hans Mittelmann
    • Re: Newton Solver library needed, Andreas Schulze
      • Re: Newton Solver library needed, Hans Mittelmann
  • Re: Newton Solver library needed, Evgenii Rudnyi
  • Re: Newton Solver library needed, R.Biloti
    • Re: Newton Solver library needed, Hans Mittelmann
• Help me please, thank you very much!, jackmengzhang
• Some new naive roots solving algorithms. Newton, Halley, Householder, Bernoulli, arithmonic
• Real-time data - formula for Std Deviaton, gd1956
• Re: Question about polynomial roots and least squares line, Robert Israel
• New "naive and so simple" roots solving algorithms., arithmetic
• Preliminary advice on finite volume methods, Alessandro
  • Re: Preliminary advice on finite volume methods, Peter Spellucci
    • Re: Preliminary advice on finite volume methods, Alessandro
      • Re: Preliminary advice on finite volume methods, Hélio CB
• New mathematics/physical sciences positions at http://jobs.phds.org, January 23, 2006, PhDs . org Webmaster
• Finite difference approximation for partial derivative, goodchild . trevor
• SDX Dynamic Systems Simulation Software, Tim Silva
• How to solve a large x'=Ax+Bu where A is nonsymmetric?, Koji TAKATA
  • Re: How to solve a large x'=Ax+Bu where A is nonsymmetric?, Peter Spellucci
• Remez vs. L2?, Ronald Bruck
  • Re: Remez vs. L2?, Peter Spellucci
  • Re: Remez vs. L2?, Helmut Jarausch
• nonlinear models, Vicente
  • Re: nonlinear models, Duncan Muirhead
  • Re: nonlinear models, Peter Spellucci
  • Re: nonlinear models, Evgenii Rudnyi
• Markov Chain Problem, Mubashir
  • Re: Markov Chain Problem, Ron Shepard
• Setting Kanban Safety Stock Levels For Poisson & Normal Distributions, Sam
• Re: This is not a modified bessel function, but what is it?, Bjørn Kolbrek
  • <Possible follow-ups>
  • Re: This is not a modified bessel function, but what is it?, Bjørn Kolbrek
    • Re: This is not a modified bessel function, but what is it?, Gordon
      • Re: This is not a modified bessel function, but what is it?, Gordon
• New paper, Michael
  • Re: New paper, Peter Spellucci
• Quartic polynomial roots, chengiz
  • Re: Quartic polynomial roots, Hans Mittelmann
  • Re: Quartic polynomial roots, carlos
  • Re: Quartic polynomial roots, Carl Barron
  • Re: Quartic polynomial roots, Jeremy Watts
    • Re: Quartic polynomial roots, carlos
  • Re: Quartic polynomial roots, Julian V. Noble
  • Re: Quartic polynomial roots, mhill37
    • Re: Quartic polynomial roots, chengiz
      • Re: Quartic polynomial roots, carlos
  • Re: Quartic polynomial roots, Randall
• Recursive nonlinear least-squares, max
  • Re: Recursive nonlinear least-squares, Robert Israel
  • Re: Recursive nonlinear least-squares, Carl Barron
    • Re: Recursive nonlinear least-squares, max
  • Re: Recursive nonlinear least-squares, David L. Wilson
  • Re: Recursive nonlinear least-squares, David L. Wilson
  • Re: Recursive nonlinear least-squares, Peter Spellucci
• best approx to x*ln(x) on [0,1], t_littell
  • Re: best approx to x*ln(x) on [0,1], t_littell
    • Re: best approx to x*ln(x) on [0,1], israel
  • Re: best approx to x*ln(x) on [0,1], Robert Israel
    • Re: best approx to x*ln(x) on [0,1], t_littell
      • Re: best approx to x*ln(x) on [0,1], Martin Brown
  • Re: best approx to x*ln(x) on [0,1], Alex. Lupas
    • Re: best approx to x*ln(x) on [0,1], Peter Spellucci
• Numerical resolution of ian ntegral equation, Dazai
  • Re: Numerical resolution of ian ntegral equation, Peter Spellucci
  • Re: Numerical resolution of ian ntegral equation, Julian V. Noble
• Fitting a rational function for a set of data in two column, sanju_smg
  • Re: Fitting a rational function for a set of data in two column, Peter Spellucci
  • re:Fitting a rational function for a set of data in two column, sanju_smg
    • Re: re:Fitting a rational function for a set of data in two column, Peter Spellucci
  • re:Fitting a rational function for a set of data in two column, sanju_smg
    • Re: re:Fitting a rational function for a set of data in two column, Peter Spellucci
• get eigen-vector ...., jj
  • Re: get eigen-vector ...., Georg Baum
  • Re: get eigen-vector ...., jj
    • Re: get eigen-vector ...., Georg Baum
• Extremal polynomials with specific weight., Ivan Oseledets
  • Re: Extremal polynomials with specific weight., Robert Israel
    • Re: Extremal polynomials with specific weight., Peter Spellucci
      • Re: Extremal polynomials with specific weight., Ivan Oseledets
  • Re: Extremal polynomials with specific weight., Ivan Oseledets
• Block matrix inversion, frantz
  • Re: Block matrix inversion, Peter Spellucci
    • Re: Block matrix inversion, Damien
      • Re: Block matrix inversion, frantz
      • Re: Block matrix inversion, Peter Spellucci
• Least squares fit to absolute value function, sherwood@xxxxxxxxxxxxxx
  • Re: Least squares fit to absolute value function, David L. Wilson
    • Re: Least squares fit to absolute value function, sherwood@xxxxxxxxxxxxxx
  • Re: Least squares fit to absolute value function, Ray Koopman
    • Re: Least squares fit to absolute value function, David L. Wilson
      • Re: Least squares fit to absolute value function, Ray Koopman
• Napier's Bones for other algorithms?, robin . bruce
• pseudo inverse, Andreas Schulze
  • Re: pseudo inverse, Peter Spellucci
    • Re: pseudo inverse, Dave Dodson
• Were can I get free symbolic solver for system of linear equations?, andrzej
  • Re: Were can I get free symbolic solver for system of linear equations?, Peter Spellucci
    • Re: Were can I get free symbolic solver for system of linear equations?, pisz_na . mirek
• who have the software "sinda/g", butterfly
  • Re: who have the software "sinda/g", jon
• New mathematics/physical sciences positions at http://jobs.phds.org, January 16, 2006, PhDs . org Webmaster
• "Call for Papers" - NanoTrends Journal, Nano
• Help with inverse property of positive definite matrix., Amit Singh
  • Re: Help with inverse property of positive definite matrix., Robert Israel
    • Re: Help with inverse property of positive definite matrix., Amit Singh
• Inverse to Incomplete Beta Function, AlexCh
  • Re: Inverse to Incomplete Beta Function, Erwin Kalvelagen
• Is there any interface between C and the package lancelot?, jacobus
  • Re: Is there any interface between C and the package lancelot?, Hans Mittelmann
    • Re: Is there any interface between C and the package lancelot?, Damien
      • Re: Is there any interface between C and the package lancelot?, Hans Mittelmann
• numerically sorting complex numbers in fortran, jj
  • Re: numerically sorting complex numbers in fortran, Roy Stogner
  • Re: numerically sorting complex numbers in fortran, robin
    • Re: numerically sorting complex numbers in fortran, Dave Rusin
      • Re: numerically sorting complex numbers in fortran, robin
    • Re: numerically sorting complex numbers in fortran, David L. Wilson
• Calling Matlab from G95 code, Mohammad Rahmani
• matrix square root, Jeremy Watts
  • Re: matrix square root, Georg Baum
    • Re: matrix square root, Jeremy Watts
      • Re: matrix square root, Georg Baum
      • Re: matrix square root, Jeremy Watts
      • Re: matrix square root, Georg Baum
      • Re: matrix square root, Jeremy Watts
      • Re: matrix square root, Robert Israel
      • Re: matrix square root, Jeremy Watts
  • Re: matrix square root, Robert Israel
    • Re: matrix square root, Jeremy Watts
• strange non-linear 7x7 equation, Toussis Manolis
  • Re: strange non-linear 7x7 equation, Peter Spellucci
  • Re: strange non-linear 7x7 equation, N. Shamsundar
  • Re: strange non-linear 7x7 equation, Toussis Manolis
    • Re: strange non-linear 7x7 equation, Peter Spellucci
• matrix operations, Andrea Campera
  • Re: matrix operations, Martin Brown
  • Re: matrix operations, N. Shamsundar
  • Re: matrix operations, Gordon Sande
    • Re: matrix operations, Andrea Campera
      • Re: matrix operations, Gordon Sande
      • Re: matrix operations, Ron Shepard
      • Re: matrix operations, Ron Shepard
      • Re: matrix operations, Peter Spellucci
      • Re: matrix operations, Andrea Campera
      • Re: matrix operations, Peter Spellucci
      • Re: matrix operations, Andrea Campera
      • Re: matrix operations, Dave Dodson
• Ito Lemma, Blase
  • Re: Ito Lemma, astanoff
• Javascript Latitude to Date function, jshanman
  • Re: Javascript Latitude to Date function, xlrv
    • Re: Javascript Latitude to Date function, jshanman
• request for algorithm, ndros
  • Re: request for algorithm, Peter Spellucci
  • Re: request for algorithm, loic-dev
    • Re: request for algorithm, ndros
      • Re: request for algorithm, Peter Spellucci
      • Re: request for algorithm, ndros
• New mathematics/physical sciences positions at http://jobs.phds.org, January 09, 2006, PhDs . org Webmaster
• Sampling Without Replacement, Jim Dars
  • Re: Sampling Without Replacement, Robert Israel
• composite dam. tol., Gerben Sinnema
  • Re: composite dam. tol., Gerben Sinnema
• Recommend algorithm for finding minimums in a function with two variabels, jonasforssell
  • Re: Recommend algorithm for finding minimums in a function with two variabels, Peter Spellucci
  • Re: Recommend algorithm for finding minimums in a function with two variabels, Hans Mittelmann
• Pair of Coupled DEs, Michael Fairbank
  • Re: Pair of Coupled DEs, Robert Israel
    • Re: Pair of Coupled DEs, israel
    • Re: Pair of Coupled DEs, Robert Israel
      • Re: Pair of Coupled DEs, Michael Fairbank
      • Re: Pair of Coupled DEs, Robert Israel
• Efficient eigenvalues/eigenvectors for a large series of similar problems, jcooper
  • Re: Efficient eigenvalues/eigenvectors for a large series of similar problems, Peter Spellucci
• Question about big oh..., Jeff
  • Re: Question about big oh..., Peter Spellucci
    • Re: Question about big oh..., Jeff
• Question about floats and mods..., Jeff
  • Re: Question about floats and mods..., Thomas R. Truscott
    • Re: Question about floats and mods..., Jeff
  • Re: Question about floats and mods..., LC Killingbeck
    • Re: Question about floats and mods..., Jeff
      • Re: Question about floats and mods..., Carl Barron
      • Re: Question about floats and mods..., Jeff
      • Re: Question about floats and mods..., Dave Dodson
      • Re: Question about floats and mods..., Dave Dodson
• Question about the prime counting function..., Jeff
  • Re: Question about the prime counting function..., Robert Israel
    • Re: Question about the prime counting function..., Jeff
      • Re: Question about the prime counting function..., Carl Barron
      • Re: Question about the prime counting function..., Jeff
• Re: Back Euler with error control, bv
  • Re: Back Euler with error control, Fred Krogh
  • <Possible follow-ups>
  • Re: Back Euler with error control, bv
• Re: Unitary rectangular matrix, spasmous
  • Re: Unitary rectangular matrix, john
  • Re: Unitary rectangular matrix, Carl Barron
    • Re: Unitary rectangular matrix, spasmous
• Using leap frog method to solve the black scholes equation, Christine DS
• can some one suggest good commerical automatical mesh generation toolkit ?, yexiangmo
  • Re: can some one suggest good commerical automatical mesh generation toolkit ?, Peter Spellucci
    • Re: can some one suggest good commerical automatical mesh generation toolkit ?, andrea . bacchetto
• Multiplying Gaussians, carl . manaster
  • Re: Multiplying Gaussians, Robert Israel
    • Re: Multiplying Gaussians, carl . manaster
      • Re: Multiplying Gaussians, israel
      • Re: Multiplying Gaussians, carl . manaster
  • Re: Multiplying Gaussians, john
• Q: FDTD; problem with high conductivity media?, krononauten
  • Re: Q: FDTD; problem with high conductivity media?, Haze
    • Re: Q: FDTD; problem with high conductivity media?, a . ball
• Bok-omslag, oler
• Immersed Boundary Method in C/C++, Dave Rudolf
• Re: basic question on explicit Lax-W with u=u(x) in hyper pde, Peter Spellucci
  • Re: basic question on explicit Lax-W with u=u(x) in hyper pde, Alessandro
    • Re: basic question on explicit Lax-W with u=u(x) in hyper pde, Peter Spellucci
      • Re: basic question on explicit Lax-W with u=u(x) in hyper pde, Alessandro
• least squares with nonlinear constraints, Tomasz Toczyski
  • Re: least squares with nonlinear constraints, Erwin Kalvelagen
  • Re: least squares with nonlinear constraints, Peter Spellucci
  • Re: least squares with nonlinear constraints, Hans Mittelmann
• New mathematics/physical sciences positions at http://jobs.phds.org, January 02, 2006, PhDs . org Webmaster
• Nonlinear differential equation, ebrahim
  • Re: Nonlinear differential equation, Julian V. Noble
    • Re: Nonlinear differential equation, ebrahim
      • Re: Nonlinear differential equation, Julian V. Noble

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