sci.math.num-analysis

• Thread Index

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• Re: Minimum search algorithm
  • From: Hakan Lane
• Nonuniform time step
  • From: kis
• MatLab Version of Subr "Period" Needed
  • From: Brenneman
• Re: incremental least squares
  • From: Peter Spellucci
• Re: Minimum search algorithm
  • From: Peter Spellucci
• Re: incremental least squares
  • From: John
• Minimum search algorithm
  • From: Hakan Lane
• Re: incremental least squares
  • From: Helmut Jarausch
• Re: Iterative Crank-N. with 1D advection
  • From: Peter Spellucci
• Iterative Crank-N. with 1D advection
  • From: Alessandro
• INCALCULABLE Definition: [adj] not capable of being calculated
  • From: Roger wilco
• estimate Ax
  • From: Uwe Schmitt
• estimate Ax
  • From: John
• Re: Simplest equivalent linear system?
  • From: Zoe Tropo
• Re: incremental least squares
  • From: John
• Re: Simplest equivalent linear system?
  • From: Gordon Sande
• Re: History of num. analysis
  • From: hansm
• Re: Simplest equivalent linear system?
  • From: Zoe Tropo
• Re: Simplest equivalent linear system?
  • From: Peter Spellucci
• Re: need help on Legendre Polynomials
  • From: Peter Spellucci
• Re: incremental least squares
  • From: Peter Spellucci
• Re: distance to span of k-points in n-dim
  • From: Peter Spellucci
• Re: History of num. analysis
  • From: Peter Spellucci
• Re: History of num. analysis
  • From: Gunnar G
• New mathematics/physical sciences positions at http://jobs.phds.org, July 25, 2005
  • From: PhDs . org Webmaster
• Simplest equivalent linear system?
  • From: Zoe Tropo
• Re: History of num. analysis
  • From: Han de Bruijn
• incremental least squares
  • From: John
• Re: distance to span of k-points in n-dim
  • From: John
• Re: distance to span of k-points in n-dim
  • From: John
• distance to span of k-points in n-dim
  • From: John
• Re: need help on Legendre Polynomials
  • From: Julian V. Noble
• Re: History of num. analysis
  • From: hansm
• assume odd integer??
  • From: ab@xxxxxx
• Re: Underdefined nonlinear equation system
  • From: David Veerasingam
• Re: Primes
  • From: David L. Wilson
• Re: Primes
  • From: Gottfried Helms
• Re: Primes
  • From: David L. Wilson
• Word analysis
  • From: Mr. J. K M. McKean
• Factors
  • From: Mr. J. K M. McKean
• Primes
  • From: Mr. J. K M. McKean
• Re: need help on Legendre Polynomials
  • From: Robert Israel
• History of num. analysis
  • From: Gunnar G
• Re: need help on Legendre Polynomials
  • From: Julian V. Noble
• need help on Legendre Polynomials
  • From: symbio
• Re: Arnoldi Algorithm
  • From: Victor Eijkhout
• Re: diagonalization and propagation of errors
  • From: Helmut Jarausch
• Arnoldi Algorithm
  • From: FongYuan
• Re: Underdefined nonlinear equation system
  • From: Peter Spellucci
• Re: diagonalization and propagation of errors
  • From: Peter Spellucci
• Re: the Hanging Cable problem
  • From: BemusedByQM
• Re: diagonalization and propagation of errors
  • From: Olin Perry Norton
• about triangulation method
  • From: Tim Wong
• Re: Underdefined nonlinear equation system
  • From: hansm
• Re: the Hanging Cable problem
  • From: Wendy E. McCaughrin
• Re: octave output_precision not helping
  • From: Richard Groff
• Re: Underdefined nonlinear equation system
  • From: Robert Israel
• legendreP bug in Mathematica?
  • From: ab@xxxxxx
• Underdefined nonlinear equation system
  • From: David Veerasingam
• Re: Finding all local minima
  • From: Julian V. Noble
• Re: diagonalization and propagation of errors
  • From: Ray Koopman
• Re: making lot of money in fast way.....
  • From: hnhl
• making lot of money in fast way.....
  • From: hnhl
• Re: Least squares of 2 splines
  • From: astanoff
• diagonalization and propagation of errors
  • From: J.-P. Rivera
• Re: Least squares of 2 splines
  • From: hutton
• octave output_precision not helping
  • From: avish
• Re: angle calculation
  • From: astanoff
• Re: angle calculation
  • From: J.-P. Rivera
• Re: Finding all local minima
  • From: Eric Lavigne
• writing text and formula in Mathematica, help needed.
  • From: ab@xxxxxx
• Re: angle calculation
  • From: David Wilkinson
• Re: Least squares of 2 splines
  • From: Ray Koopman
• Re: Least squares of 2 splines
  • From: Peter Spellucci
• Re: Least squares of 2 splines
  • From: Helmut Jarausch
• Re: Finding all local minima
  • From: Peter Spellucci
• angle calculation
  • From: Honore De Balzac
• Finding all local minima
  • From: Madhusudan Singh
• Re: the Hanging Cable problem
  • From: BemusedByQM
• Least squares of 2 splines
  • From: hutton
• Re: Linearizing a nonlinear equation (damped oscillation)
  • From: spasmous
• Re: Optimize the condition number
  • From: Peter Spellucci
• Simplifications of Ax=0 : what kinds are there?
  • From: Zoe Tropo
• Re: the Hanging Cable problem
  • From: David W . Cantrell
• the Hanging Cable problem
  • From: Wendy E. McCaughrin
• Re: Radiation boundary condition in finite difference method
  • From: Olin Perry Norton
• Re: bounded least squares problem(bvls)+ sum-to-one contraint
  • From: hansm
• bounded least squares problem(bvls)+ sum-to-one contraint
  • From: adshnaps
• New mathematics/physical sciences positions at http://jobs.phds.org, July 18, 2005
  • From: PhDs . org Webmaster
• Re: FEM - isoparametric FE
  • From: gao_osd
• Re: Need help on matrix computations
  • From: John Herman
• Need help on matrix computations
  • From: Amit Singh
• Optimize the condition number
  • From: Dong Ta
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Pierre Asselin
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• FEM - isoparametric FE
  • From: gooliver
• Radiation boundary condition in finite difference method
  • From: Noga
• Re: Exponential regression y = exp(x) + b
  • From: Duane Bozarth
• Re: Exponential regression y = exp(x) + b
  • From: Phil Sherrod
• Re: Exponential regression y = exp(x) + b
  • From: A . L .
• Re: Exponential regression y = exp(x) + b
  • From: J DUDLEY
• Re: Exponential regression y = exp(x) + b
  • From: Rusty
• Re: Exponential regression y = exp(x) + b
  • From: Dr Frederik R. Martin
• Exponential regression y = exp(x) + b
  • From: Dr Frederik R. Martin
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Martin Eisenberg
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: Alan
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: carlos
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: carlos
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: Alan
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Jon Harrop
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: Rainer von Seggern
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: Peter Spellucci
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Martin Eisenberg
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Han de Bruijn
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: Roland Van Praag
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Ronald Bruck
• Re: Looking for an algorithm: polynomial eigenvalue problem
  • From: Alan
• Looking for an algorithm: polynomial eigenvalue problem
  • From: Alan
• Re: A new kind of Calculus theory
  • From: steve
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Han de Bruijn
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Gordon Sande
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Gordon Sande
• Re: multiple lines copy in InputForm
  • From: Marko J.
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Han de Bruijn
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Ronald Bruck
• Re: finite differences in plane polars
  • From: peterp
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• multiple lines copy in InputForm
  • From: ab@xxxxxx
• Re: Problems with bounded linear least squares
  • From: madsvlad
• Re: DDASPK problem
  • From: Peter Spellucci
• Re: DDASPK problem
  • From: kostas
• Re: DDASPK problem
  • From: Peter Spellucci
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Han de Bruijn
• DDASPK problem
  • From: Konstantinos Tseronis
• Re: Why I am unwilling to use Mathematica if I can help it
  • From: Ronald Bruck
• Re: Problems with bounded linear least squares
  • From: madsvlad
• Re: Problems with bounded linear least squares
  • From: Ray Koopman
• Re: QR decomposition using Householder
  • From: richard . koolhans
• Re: Problems with bounded linear least squares
  • From: madsvlad
• Wallace Normal Random Generator
  • From: richard . koolhans
• Re: QR decomposition using Householder
  • From: Peter Spellucci
• Why I am unwilling to use Mathematica if I can help it
  • From: Herman Rubin
• Re: terrible mathematica bug ( //N ) but WHY??
  • From: Dana
• Re: QR decomposition using Householder
  • From: BemusedByQM
• Re: Problems with bounded linear least squares
  • From: hansm
• Re: QR decomposition using Householder
  • From: Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, July 11, 2005
  • From: PhDs . org Webmaster
• Re: Problems with bounded linear least squares
  • From: Ray Koopman
• Problems with bounded linear least squares
  • From: madsvlad
• ACCPM Compilation Problems
  • From: wallygato11
• terrible mathematica bug ( //N ) but WHY??
  • From: symbio
• Re: Simple question: Cholesky factorisation of correlation matrix same as LU?
  • From: Gordon Sande
• Re: Simple question: Cholesky factorisation of correlation matrix same as LU?
  • From: TikkieTerug
• Re: Simple question: Cholesky factorisation of correlation matrix same as LU?
  • From: Gordon Sande
• Re: Simple question: Cholesky factorisation of correlation matrix same as LU?
  • From: Jeremy Watts
• Simple question: Cholesky factorisation of correlation matrix same as LU?
  • From: TikkieTerug
• Re: finite differences in plane polars
  • From: Bruce Scott TOK
• QR decomposition using Householder
  • From: Jeremy Watts
• Re: geodesics on quadrics
  • From: John
• Re: geodesics on quadrics
  • From: bv
• function approximation/interpolation
  • From: John
• Re: calculating sin(exp(a))
  • From: Gib Bogle
• Re: geodesics on quadrics
  • From: John
• Re: Commercial Modeler vs Commercial Application?
  • From: Harmonic Software
• Re: finite differences in plane polars
  • From: newsquestions2003
• finite differences in plane polars
  • From: newsquestions2003
• Re: geodesics on quadrics
  • From: Helmut Jarausch
• Re: oscillations in solving system of nonlinear equations
  • From: Helmut Jarausch
• Re: calculating sin(exp(a))
  • From: Alex. Lupas
• Re: Calculating the probability of conception
  • From: Joe Smith
• Cálculo Contractivo
  • From: G.I.C.C.
• Re: number theory question
  • From: Robert Israel
• Re: oscillations in solving system of nonlinear equations
  • From: Peter Spellucci
• Re: Logarithmic regression programs for y = A ln (X + B) - C
  • From: Peter Spellucci
• number theory question
  • From: Jeremy Watts
• Re: Solved (at least for the moment) - Re: Parallel conjungate gradient method for linear system from FEM method for elastic problems
  • From: Jiri Dobes
• oscillations in solving system of nonlinear equations
  • From: Andreas Schulze
• Logarithmic regression programs for y = A ln (X + B) - C
  • From: p_uttley2000
• Re: calculating sin(exp(a))
  • From: Gib Bogle
• Re: calculating sin(exp(a))
  • From: Alex. Lupas
• Re: AMD for numerics - hype or not?
  • From: alex goldman
• Re: calculating sin(exp(a))
  • From: Robert Israel
• Re: calculating sin(exp(a))
  • From: Axel Vogt
• Re: calculating sin(exp(a))
  • From: Herman Rubin
• Re: calculating sin(exp(a))
  • From: Dave Rusin
• Re: AMD for numerics - hype or not?
  • From: J.V.Ashby
• Re: calculating sin(exp(a))
  • From: Peter Spellucci
• Re: Help with Fourier coefficients
  • From: Lorenzo Campos Venuti
• Re: Humans Becoming Genetically Less Intelligent
  • From: jacob navia
• Re: AMD for numerics - hype or not?
  • From: alex goldman
• Re: AMD for numerics - hype or not?
  • From: J.V.Ashby
• Re: geodesics on quadrics
  • From: John
• geodesics on quadrics
  • From: John
• geodesics on quadrics
  • From: geomwiz
• calculating sin(exp(a))
  • From: jacob navia
• Humans Becoming Genetically Less Intelligent
  • From: Europa
• Solving SDE using linear programming
  • From: Arnav
• Re: Help with Fourier coefficients
  • From: Dave Rusin
• Re: Solved (at least for the moment) - Re: Parallel conjungate gradient method for linear system from FEM method for elastic problems
  • From: carlos
• Commercial Modeler vs Commercial Application?
  • From: Mike
• Re: Hessian and covariance matrix
  • From: Brian Borchers
• Re: Infeasible constraints in SQP.
  • From: Peter Spellucci
• Calculating the probability of conception
  • From: amy . kase
• Help with Fourier coefficients
  • From: Lorenzo Campos Venuti
• Re: Hessian and covariance matrix
  • From: Tim De Meyer
• Solved (at least for the moment) - Re: Parallel conjungate gradient method for linear system from FEM method for elastic problems
  • From: Jiri Dobes
• Re: Infeasible constraints in SQP.
  • From: Maurice van de Rijzen
• Re: Numerical Derivative Question
  • From: Han de Bruijn
• Re: optimization problem help
  • From: John
• Re: optimization problem help
  • From: Robert Israel
• Re: optimization problem help
  • From: John
• Re: optimization problem help
  • From: John
• Re: Hessian and covariance matrix
  • From: Brian Borchers
• Re: optimization problem help
  • From: Robert Israel
• Re: Hessian and covariance matrix
  • From: Peter Spellucci
• Re: Infeasible constraints in SQP.
  • From: Peter Spellucci
• Hessian and covariance matrix
  • From: Tim De Meyer
• Re: optimization problem help
  • From: John
• Infeasible constraints in SQP.
  • From: Maurice van de Rijzen
• Re: jacobian matrix
  • From: Peter Spellucci
• Re: Interpolation of discrete Chebsyhev polynomials.
  • From: Maurice van de Rijzen
• New mathematics/physical sciences positions at http://jobs.phds.org, July 04, 2005
  • From: PhDs . org Webmaster
• Re: optimization problem help
  • From: Robert Israel
• optimization problem help
  • From: John
• orthogonal collocation
  • From: padideh
• Re: Interpolation of discrete Chebsyhev polynomials.
  • From: Thomas Schmelzer
• chebychev polynomial fit / binning data? / redistributing data
  • From: Tony
• constitutive error minimization ?
  • From: gooliver
• jacobian matrix
  • From: manolis
• Numerical Derivative Question
  • From: junoexpress
• Re: Parallel conjungate gradient method for linear system from FEM method for elastic problems
  • From: Victor Eijkhout
• Simplex method,how to solve a problem like this
  • From: rytor
• Re: Volume of a longitudinally truncated cone
  • From: David W . Cantrell
• Re: Volume of a longitudinally truncated cone
  • From: Peter Spellucci
• Volume of a longitudinally truncated cone
  • From: Cédric
• Make easy money, do the Math and you will see!
  • From: MaX_2
• Re: Interpolation of discrete Chebsyhev polynomials.
  • From: Alex. Lupas

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