sci.math.num-analysis

• Date Index

• Closed form: sum... Legendre polynomials, Alex. Lupas
• Time Trials in pairs, ArcaExchange@xxxxxxxxx
• SNOBFit and NEWUOA, John Herman
• Closed of a sum with Legendre polynomials, Alex. Lupas
• finding average deviation, raam
• Is It Really Symmetric ?, mahmuud
• Dream ƒrequency Mathematics Applications, Dream ƒrequency
• how to solve complex -valued transcendent equation?, weihuang1979
  • <Possible follow-ups>
  • how to solve complex -valued transcendent equation?, weihuang1979
    • Re: how to solve complex -valued transcendent equation?, Peter Spellucci
      • Re: how to solve complex -valued transcendent equation?, David W . Cantrell
      • Re: how to solve complex -valued transcendent equation?, David W . Cantrell
      • Re: how to solve complex -valued transcendent equation?, carlos
      • Re: how to solve complex -valued transcendent equation?, David W . Cantrell
      • Re: how to solve complex -valued transcendent equation?, David W . Cantrell
    • Re: how to solve complex -valued transcendent equation?, Julian V. Noble
• Crank Nicolson 2 dimensional .m File, Seventeen
  • Re: Crank Nicolson 2 dimensional .m File, Martin Jørgensen
• fem variational formulation,, quat
  • Re: fem variational formulation,, Peter Spellucci
  • Re: fem variational formulation,, carlos
• Help with QAGI from QUADPACK, delta
  • Re: Help with QAGI from QUADPACK, Olin Perry Norton
  • Re: Help with QAGI from QUADPACK, Peter Spellucci
• Kalman filter book and practical use?, skolpojken72
• my ratint is poorly, vfunc
  • Re: my ratint is poorly, vfunc
    • Re: my ratint is poorly, vfunc
• looking for DerivFit, Nil Geisweiller
• 50-th Anniversary of the CORDIC Algorithm, vladimir
  • Re: 50-th Anniversary of the CORDIC Algorithm, vladimir
• linear interpolation error bound, quat
  • Re: linear interpolation error bound, N. Shamsundar
    • Re: linear interpolation error bound, quat
      • Re: linear interpolation error bound, Peter Spellucci
      • Re: linear interpolation error bound, quat
      • Re: linear interpolation error bound, Peter Spellucci
• Re: Question abot the SVD of 1-dimensional data, Peter Spellucci
  • Re: Question abot the SVD of 1-dimensional data, Duncan Muirhead
  • <Possible follow-ups>
  • Re: Question abot the SVD of 1-dimensional data, Ivan Oseledets
• Coding for arbitrary dimensional problems?, Buyong . Huier
  • Re: Coding for arbitrary dimensional problems?, Fred Krogh
    • Re: Coding for arbitrary dimensional problems?, Lester Ingber
  • Re: Coding for arbitrary dimensional problems?, stevenj
    • Re: Row or column order, DP
      • Re: Row or column order, stevenj
      • Re: Row or column order, carlos
      • Re: Row or column order, Evgenii Rudnyi
• question in stochastics, Darkness Swallows Me
  • Re: question in stochastics, Julian V. Noble
• Cauchy PV integration, metachronist
  • Re: Cauchy PV integration, Peter Spellucci
  • Re: Cauchy PV integration, Julian V. Noble
  • Re: Cauchy PV integration, Hanyou Chu
• generating nonrepeating random numbers, bruce varley
  • Re: generating nonrepeating random numbers, Ron Larham
    • Re: generating nonrepeating random numbers, Herman Rubin
    • Re: generating nonrepeating random numbers, Hugo Pfoertner
• One more question about positive definite matrices, ays
  • Re: One more question about positive definite matrices, Peter Spellucci
    • Re: One more question about positive definite matrices, ays
      • Re: One more question about positive definite matrices, Zdislav V. Kovarik
    • Re: One more question about positive definite matrices, Ronald Bruck
      • Re: One more question about positive definite matrices, Robert Israel
      • Re: One more question about positive definite matrices, Herman Rubin
      • Re: One more question about positive definite matrices, Ronald Bruck
      • Re: One more question about positive definite matrices, Ronald Bruck
• Positive definite matrices, ays
  • Re: Positive definite matrices, Ronald Bruck
    • Re: Positive definite matrices, ays
    • Re: Positive definite matrices, ays
    • Re: Positive definite matrices, ays
    • Re: Positive definite matrices, Julian V. Noble
      • Re: Positive definite matrices, jerway@xxxxxxxxx
      • Re: Positive definite matrices, Ronald Bruck
      • Re: Positive definite matrices, Ronald Bruck
  • Re: Positive definite matrices, Gottfried Helms
    • Re: Positive definite matrices, jennifer
      • Re: Positive definite matrices, jennifer
• Inverse problem with too many parameters?, hallmt
  • Re: Inverse problem with too many parameters?, Olin Perry Norton
    • Re: Inverse problem with too many parameters?, matt
    • Re: Inverse problem with too many parameters?, matt
      • Re: Inverse problem with too many parameters?, Peter Spellucci
  • Re: Inverse problem with too many parameters?, N. Shamsundar
    • Re: Inverse problem with too many parameters?, matt
  • Re: Inverse problem with too many parameters?, |||newspam|||
    • Re: Inverse problem with too many parameters?, matt
  • Re: Inverse problem with too many parameters?, Ozan Öktem
    • Re: Inverse problem with too many parameters?, matt
• CVODE, Grazia
  • Re: CVODE, Helmut Jarausch
  • Re: CVODE, Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, April 24, 2006, PhDs . org Webmaster
• documents, wolky
• m^n, Amadeus W. M.
  • Re: m^n, Dave Dodson
    • Re: m^n, Amadeus W. M.
    • Re: m^n, Amadeus W. M.
  • Re: m^n, Han de Bruijn
• 2SAT, 2DM, and Bin Packing, MARICA.MARIUS@xxxxxxxxx
• ? ref for parallel or vector numerical analysis and sci computation, Cheng Cosine
  • Re: ? ref for parallel or vector numerical analysis and sci computation, Peter Spellucci
• Associate Hermite Transform, Sunny76
  • <Possible follow-ups>
  • Associate Hermite Transform, Sunny76
• fitting ordinary differential equations, Nil Geisweiller
  • Re: fitting ordinary differential equations, Peter Spellucci
    • Re: fitting ordinary differential equations, Nil Geisweiller
  • Re: fitting ordinary differential equations, Evgenii Rudnyi
  • Re: fitting ordinary differential equations, Rainer von Seggern
• Least squares problem, tom
  • Re: Least squares problem, N. Shamsundar
    • Re: Least squares problem, Mohammad Ehsanul Karim
• Uniform cubic B-spline blending functions, Maurice van de Rijzen
• FFT of position data, Binesh
  • Re: FFT of position data, David L. Wilson
• Krylov subspace, rose
  • Re: Krylov subspace, Zdislav V. Kovarik
  • Re: Krylov subspace, Evgenii Rudnyi
  • Re: Krylov subspace, carlos
• unit ball of C[a,b], homeomorphism, Peter Jackson
• Gauss-Legendre quadrature - reasonable answers?, Peter
  • Re: Gauss-Legendre quadrature - reasonable answers?, Carl Barron
  • Re: Gauss-Legendre quadrature - reasonable answers?, carlos
• Routine for eigenvalues of *complex* valued matrix in C++, Emacs Row
  • Re: Routine for eigenvalues of *complex* valued matrix in C++, carlos
  • Re: Routine for eigenvalues of *complex* valued matrix in C++, Bill Shortall
  • Re: Routine for eigenvalues of *complex* valued matrix in C++, Evgenii Rudnyi
    • Re: Routine for eigenvalues of *complex* valued matrix in C++, Emacs Row
      • Re: Routine for eigenvalues of *complex* valued matrix in C++, Peter Spellucci
• How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, kopn
  • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, N. Shamsundar
    • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, kopn
      • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, N. Shamsundar
      • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, kopn
      • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, N. Shamsundar
      • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, sandeep.chittora@xxxxxxxxx
      • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, kopn
      • Re: How to calculate a geometric ratio from a known sum of geometric progression to 23 terms 4408 and a fist number 901?, kopn
• difference between FVM and FDM ?, Martin Jørgensen
  • Re: difference between FVM and FDM ?, Rob McDonald
    • Re: difference between FVM and FDM ?, Martin Jørgensen
      • Re: difference between FVM and FDM ?, Erik Stalberg
      • Re: difference between FVM and FDM ?, Martin Jørgensen
• New mathematics/physical sciences positions at http://jobs.phds.org, April 17, 2006, PhDs . org Webmaster
• Unsigned arithmetic, Everett M. Greene
• Fortran to find nearest point from set in 3-D, David . Paterson
  • Re: Fortran to find nearest point from set in 3-D, Rob McDonald
  • Re: Fortran to find nearest point from set in 3-D, Ronald Bruck
    • Re: Fortran to find nearest point from set in 3-D, David . Paterson
      • Re: Fortran to find nearest point from set in 3-D, Rob McDonald
  • Re: Fortran to find nearest point from set in 3-D, Martin Blume
• [OT] Rieman curvatures, kia
• Re: Discover Medieval Romania /Vlad the Impaler/Dracula/ /www.medievaltours.ro, john2
• Nasty numerical integral, lunogled
  • Re: Nasty numerical integral, Fred Krogh
  • Re: Nasty numerical integral, Julian V. Noble
• Help on the source terms., Science123
• Difficult curve area / surface problem?, Maximus
  • Re: Difficult curve area / surface problem?, Dave Dodson
    • Re: Difficult curve area / surface problem?, Maximus
  • Re: Difficult curve area / surface problem?, Julian V. Noble
    • Re: Difficult curve area / surface problem?, Maximus
• iterative solver , singular matrix, pablo
  • Re: iterative solver , singular matrix, carlos
• maxima and eigenvalues, NoIdea
• y = (ax + b)/(cx+d), patrick
  • Re: y = (ax + b)/(cx+d), DP
  • Re: y = (ax + b)/(cx+d), Dave Dodson
  • Re: y = (ax + b)/(cx+d), Zdislav V. Kovarik
  • Re: y = (ax + b)/(cx+d), C W
  • Re: y = (ax + b)/(cx+d), Paul Abbott
• Looking for problem, Uwe Schmitt
  • Re: Looking for problem, Roy Stogner
  • Re: Looking for problem, Peter Spellucci
  • Re: Looking for problem, Peter L. Montgomery
• NEED Help on sparse matrix linear algebra, andywenj@xxxxxxxxx
  • Re: NEED Help on sparse matrix linear algebra, spasmous
    • Re: NEED Help on sparse matrix linear algebra, andywenj@xxxxxxxxx
      • Re: NEED Help on sparse matrix linear algebra, spasmous
• ? determine SVD of very large matrix, Cheng Cosine
  • Re: ? determine SVD of very large matrix, Toni Lassila
  • Re: ? determine SVD of very large matrix, Carl Barron
    • Re: ? determine SVD of very large matrix, Cheng Cosine
  • Low rank or low nullity? (Re: ? determine SVD of very large matrix), Zeke Zeng
    • Re: Low rank or low nullity? (Re: ? determine SVD of very large matrix), Cheng Cosine
• exponentiate a matrix, questions?
  • Re: exponentiate a matrix, NoIdea
    • Re: exponentiate a matrix, questions?
      • Re: exponentiate a matrix, NoIdea
  • Re: exponentiate a matrix, Glynne
  • Re: exponentiate a matrix, bv
• imaginary cube root of one....what is it?, Wonkyungie
  • Re: imaginary cube root of one....what is it?, carlos
  • Re: imaginary cube root of one....what is it?, Gordon Sande
  • Re: imaginary cube root of one....what is it?, Julian V. Noble
• trivial deconvolution -- possible without fourier?, Michael
  • Re: trivial deconvolution -- possible without fourier?, Olin Perry Norton
    • Re: trivial deconvolution -- possible without fourier?, Michael
• Matrix Norm algorithm: Source, john_shaeffer
  • Re: Matrix Norm algorithm: Source, Gordon Sande
  • Re: Matrix Norm algorithm: Source, Ron Shepard
• Adaptive PCA problem, shna
  • Re: Adaptive PCA problem, Peter Spellucci
    • Re: Adaptive PCA problem, shna
    • Re: Adaptive PCA problem, shna
      • Re: Adaptive PCA problem, Peter Spellucci
• Prime sum, Stelian
  • Re: Prime sum, CaptainBlack
    • Re: Prime sum, Gib Bogle
      • Re: Prime sum, Peter Luschny
      • Re: Prime sum, Gib Bogle
      • Re: Prime sum, me@xxxxxxxxxx
    • Re: Prime sum, Stelian
      • Re: Prime sum, Peter Luschny
      • Re: Prime sum, Stelian Ene
• questions on line-search stagnation for newton-raphson method, suhao
  • Re: questions on line-search stagnation for newton-raphson method, Peter Spellucci
    • Re: questions on line-search stagnation for newton-raphson method, jeicke
    • Re: questions on line-search stagnation for newton-raphson method, suhao
      • Re: questions on line-search stagnation for newton-raphson method, carlos
      • Re: questions on line-search stagnation for newton-raphson method, Peter Spellucci
      • Re: questions on line-search stagnation for newton-raphson method, suhao
      • Re: questions on line-search stagnation for newton-raphson method, Peter Spellucci
• A conditional random number generation problem (please help me!), rjmachado3
  • Re: A conditional random number generation problem (please help me!), George Marsaglia
  • Re: A conditional random number generation problem (please help me!), chinton
    • Re: A conditional random number generation problem (please help me!), chinton
• New mathematics/physical sciences positions at http://jobs.phds.org, April 10, 2006, PhDs . org Webmaster
• Multivariate splines, Jimmy Olsson
  • Re: Multivariate splines, linux4ritwik
• Reading a input in form of matrix, Nishant
  • <Possible follow-ups>
  • Reading a input in form of matrix, Nishant
    • Re: Reading a input in form of matrix, Sudarshan Raghunathan
      • Re: Reading a input in form of matrix, dave
      • Re: Reading a input in form of matrix, Nishant
• singular matrix, pablo
• logic for converting data obtained from input, Nishant
• New Mathematica Book, dmmcmah
• Re: Determinant of an integer matrix, Derek R O'Connor
  • Re: Determinant of an integer matrix, Peter L. Montgomery
• interpolation polynomials, peter.trofimov@xxxxxxxxx
• Gamma function and interpolation, mozart362
  • Re: Gamma function and interpolation, David W . Cantrell
• fixed point iteration scheme and Newton's method, mozart362
  • Re: fixed point iteration scheme and Newton's method, Ronald Bruck
  • Re: fixed point iteration scheme and Newton's method, Jean-Pierre Merlet
  • Re: fixed point iteration scheme and Newton's method, Ronald Bruck
• Bessel Polynomial approximation, Shailesh
  • Re: Bessel Polynomial approximation, Richard Mathar
    • Re: Bessel Polynomial approximation, john2
• [Q] Can a good random bit sequence generator be a good random number sequence generator?, sjtu . 0992
  • Re: [Q] Can a good random bit sequence generator be a good random number sequence generator?, Julian V. Noble
    • Re: [Q] Can a good random bit sequence generator be a good random number sequence generator?, Han de Bruijn
      • Re: Can a good random bit sequence generator be a good random number sequence generator?, carlos
  • Re: Can a good random bit sequence generator be a good random number sequence generator?, carlos
• Min/Max of shape functions on an interval, mathieu
  • Re: Min/Max of shape functions on an interval, mathieu
• Multiscale Modeling of Materials: Mathematics and Computation, May 06, rogene . eichler . west
• help with rank of a matrix, NoIdea
  • Re: help with rank of a matrix, Julian V. Noble
  • Re: help with rank of a matrix, David Langevin
    • Re: help with rank of a matrix, NoIdea
  • Re: help with rank of a matrix, The Phantom
• reminder equation problem, Rajeswaran M
  • Re: reminder equation problem, Julian V. Noble
    • Re: reminder equation problem, Rajeswaran M
      • Re: reminder equation problem, Ken Pledger
      • Re: reminder equation problem, Rajeswaran M
      • Re: reminder equation problem, Ken Pledger
      • Re: reminder equation problem, Julian V. Noble
• hi,need help about robbins-monro algorithm, fourier
• Second derivate of at determint det(A(t)), Niels L Ellegaard
  • Re: Second derivate of at determint det(A(t)), Duncan Muirhead
  • Re: Second derivate of at determint det(A(t)), Peter Spellucci
    • Re: Second derivate of at determint det(A(t)), Duncan Muirhead
      • Re: Second derivate of at determint det(A(t)), Peter Spellucci
  • Re: Second derivate of at determint det(A(t)), Julian V. Noble
    • Re: Second derivate of at determint det(A(t)), Julian V. Noble
      • Re: Second derivate of at determint det(A(t)), ~Glynne
• complexity of LP, Steve Borbash
  • Re: complexity of LP, Peter Spellucci
• Using secant method to find a root x of a nonlinear equation, rosebabyvox
  • Re: Using secant method to find a root x of a nonlinear equation, Dave Dodson
    • Re: Using secant method to find a root x of a nonlinear equation, mozart362
  • Re: Using secant method to find a root x of a nonlinear equation, Julian V. Noble
    • Re: Using secant method to find a root x of a nonlinear equation, mozart362
• Newton's method, mozart362
  • Re: Newton's method, Dave Dodson
• Viterbi algorithm for decoding of convolution codes, kanupriya
  • Re: Viterbi algorithm for decoding of convolution codes, Raymond Toy
• How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, shna
  • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, Ray Koopman
  • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, Robert Israel
  • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, Peter Spellucci
    • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, shna
      • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, Peter Spellucci
  • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, Duncan Muirhead
    • Re: How can we find (approximatly) pricipal component without explicit calculating covariance matrix ?, Gottfried Helms
• Number, Danilo
  • Re: Number, Peter L. Montgomery
• Re: Solving large system of polynoms with a degree 60 or above, BlueTrin
• Re: merson, bv
  • Re: merson, Peter Spellucci
• solving difference eq as differential, digfarenough
  • Re: solving difference eq as differential, digfarenough
  • Re: solving difference eq as differential, Robert Israel
  • Re: solving difference eq as differential, N. Shamsundar
  • Re: solving difference eq as differential, Julian V. Noble
• Re: Kutta Merson integration, max
  • Re: Kutta Merson integration, max
    • Re: Kutta Merson integration, bvoh
      • Re: Kutta Merson integration, max
      • Re: Kutta Merson integration, bvoh
      • Re: Kutta Merson integration, Peter Spellucci
      • Re: Kutta Merson integration, bvoh
      • Re: Kutta Merson integration, Peter Spellucci
• buckling force computation, Uwe Schmitt
  • Re: buckling force computation, Peter Spellucci
• Compressible flow CFD solver and accuracy issues pertaining to implicitisat, Michael Halls-Moore
• New mathematics/physical sciences positions at http://jobs.phds.org, April 03, 2006, PhDs . org Webmaster
• Computing 22k x 22k matrix eigen values, rveloso
  • Re: Computing 22k x 22k matrix eigen values, Peter Spellucci
    • Re: Computing 22k x 22k matrix eigen values, NoIdea
      • Re: Computing 22k x 22k matrix eigen values, Sudarshan Raghunathan
      • Re: Computing 22k x 22k matrix eigen values, Ronald Bruck
      • Re: Computing 22k x 22k matrix eigen values, Peter Spellucci
      • Re: Computing 22k x 22k matrix eigen values, bencteux
  • Re: Computing 22k x 22k matrix eigen values, Sudarshan Raghunathan
  • Re: Computing 22k x 22k matrix eigen values, carlos
    • Re: Computing 22k x 22k matrix eigen values, Peter Spellucci
      • Re: Computing 22k x 22k matrix eigen values, carlos
• bode&nyquist on pocketpc, neorf
• ? rayleigh-ritz, Cheng Cosine
  • Re: ? rayleigh-ritz, Peter Spellucci
• The True Story on Root Solving. DEDICATED TO ALL YOUNG MATH STUDENTS, arithmonic
• Re: wavelet toolboxes, Gib Bogle
  • <Possible follow-ups>
  • Re: wavelet toolboxes, carlos
    • Re: wavelet toolboxes, Sudarshan Raghunathan
• Circumcenter of 3d triangle, bluemind
  • Re: Circumcenter of 3d triangle, Pierre Asselin
• Re: finding matrix exponentials using jordan decomposition, Herman Rubin
  • Re: finding matrix exponentials using jordan decomposition, Lou Pecora
    • Re: finding matrix exponentials using jordan decomposition, Peter Spellucci
  • <Possible follow-ups>
  • Re: finding matrix exponentials using jordan decomposition, Derek R O'Connor
• Re: Choice of programming language, nelson
  • Re: Choice of programming language, Rob McDonald
    • Re: Choice of programming language, John Herman
    • Re: Choice of programming language, Evgenii Rudnyi
      • Re: Choice of programming language, kia
      • Re: Choice of programming language, Evgenii Rudnyi
      • Re: Choice of programming language, Roy Stogner
      • Re: Choice of programming language, carlos
      • Re: Choice of programming language, Roy Stogner
      • Re: Choice of programming language, carlos
      • Re: Choice of programming language, kia
      • Re: Choice of programming language, carlos
      • Re: Choice of programming language, Rob McDonald
      • Re: Choice of programming language, Everett M. Greene
      • Re: Choice of programming language, carlos
      • Re: Choice of programming language, kia
    • Re: Choice of programming language, Han de Bruijn
• Re: SOR technique for semiconductor continuity equation, Olin Perry Norton

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