sci.math.num-analysis

• Thread Index

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• Re: Derive 4th Order Runge Kutta from 2nd Order Runge Kutta?
  • From: Peter Spellucci
• Re: Can this problem be transformed to a linear program?
  • From: Peter Spellucci
• Re: Can this problem be transformed to a linear program?
  • From: vandre
• Re: Matrix library for Visual C++
  • From: vandre
• Re: Inconsistence with numerical evaluation of LogIntegral and ExpIntegralEi
  • From: xadrezus
• Derive 4th Order Runge Kutta from 2nd Order Runge Kutta?
  • From: Chris Barrett
• Re: Help with 2d Wavelets
  • From: Aadal
• Re: Inconsistence with numerical evaluation of LogIntegral and ExpIntegralEi
  • From: Paul Abbott
• Re: Optimization of ratio of quadratic forms
  • From: Helmut Jarausch
• Optimization of ratio of quadratic forms
  • From: mssaad
• Re: Monge-Ampere Equations
  • From: did
• Re: Inconsistence with numerical evaluation of LogIntegral and ExpIntegralEi
  • From: xadrezus
• Re: Inconsistence with numerical evaluation of LogIntegral and ExpIntegralEi
  • From: mecej4
• Monge-Ampere Equations
  • From: Steinar Aa.
• Re: Inconsistence with numerical evaluation of LogIntegral and ExpIntegralEi
  • From: Paul Abbott
• Inconsistence with numerical evaluation of LogIntegral and ExpIntegralEi
  • From: xadrezus
• Re: Matrix library for Visual C++
  • From: user923005
• Help with 2d Wavelets
  • From: matguilfoyle
• Re: please give me some pointers about "error bounds"
  • From: Evgenii Rudnyi
• Re: polynomial approx. of natural logarithm
  • From: Martin Eisenberg
• Re: optimisation of a piecewise linear function
  • From: openopt
• Re: Universal 64-bit random number generator
  • From: Gordon Sande
• Can this problem be transformed to a linear program?
  • From: skycraper12@xxxxxxxxx
• Universal 64-bit random number generator
  • From: Chris Theis
• Re: upper bound
  • From: Helmut Jarausch
• Re: polynomial approx. of natural logarithm
  • From: gilgamash
• Re: ? unstable alg
  • From: Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, January 29, 2007
  • From: PhDs . org Webmaster
• Re: Need hints on how to solve matrix problem
  • From: mecej4
• Re: please give me some pointers about "error bounds"
  • From: Mike
• Need hints on how to solve matrix problem
  • From: Chris
• Re: Chaos on different processors is chaos
  • From: Martin Eisenberg
• Re: Java vs C++ ?
  • From: Martin Eisenberg
• Re: please give me some pointers about "error bounds"
  • From: Evgenii Rudnyi
• Re: Gaussian elimination with full pivoting
  • From: Joe Smith
• Re: Gaussian elimination with full pivoting
  • From: foo
• Gaussian elimination with full pivoting
  • From: foo
• please give me some pointers about "error bounds"
  • From: Mike
• Re: Chaos on different processors is chaos
  • From: Lucas Kruijswijk
• Re: Chaos on different processors is chaos
  • From: Hotcocky
• Chaos on different processors is chaos
  • From: Lucas Kruijswijk
• Re: upper bound
  • From: haibozh
• ? unstable alg
  • From: Cheng Cosine
• Re: polynomial approx. of natural logarithm
  • From: D. Baruth
• Re: Looking for an implementation of the Newmark scheme for numerical solution of ODE
  • From: Evgenii Rudnyi
• Re: polynomial approx. of natural logarithm
  • From: israel
• Re: Java vs C++ ?
  • From: Peter Spellucci
• Re: upper bound
  • From: Helmut Jarausch
• upper bound
  • From: haibozh
• Re: Looking for an implementation of the Newmark scheme for numerical solution of ODE
  • From: mr.d.poon@xxxxxxxxx
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: polynomial approx. of natural logarithm
  • From: Helmut Jarausch
• Re: strange linear system
  • From: Helmut Jarausch
• Re: polynomial approx. of natural logarithm
  • From: D. Baruth
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Crank-Nicolson stability
  • From: user923005
• Crank-Nicolson stability
  • From: ianw
• Re: Linear Cubic Interpolation
  • From: user923005
• Linear Cubic Interpolation
  • From: jatellor
• Re: Looking for an implementation of the Newmark scheme for numerical solution of ODE
  • From: Evgenii Rudnyi
• Re: polynomial approx. of natural logarithm
  • From: Peter Spellucci
• Re: Dual algorithm
  • From: Peter Spellucci
• Re: polynomial approx. of natural logarithm
  • From: Jentje Goslinga
• Re: Dual algorithm
  • From: G.I.
• Re: Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• Re: strange linear system
  • From: kunzmilan
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: strange linear system
  • From: Robert Israel
• Re: Closed form solution to quadratic fit?
  • From: Robert Israel
• strange linear system
  • From: asdf
• for noel: very brilliant long retention - ofha unvu - (1/1)
  • From: adham
• Closed form solution to quadratic fit?
  • From: Stephen_B
• Re: Java vs C++ ?
  • From: DP
• Re: Java vs C++ ?
  • From: Jano
• Re: Java vs C++ ?
  • From: DP
• Re: Java vs C++ ?
  • From: A . L .
• Looking for an implementation of the Newmark scheme for numerical solution of ODE
  • From: mr.d.poon@xxxxxxxxx
• Re: Calculating EigenValues with CLAPACK
  • From: Peter Spellucci
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: How is these two terms equal?
  • From: Peter Spellucci
• Re: Need your advice, thanks
  • From: Peter Spellucci
• Re: How is these two terms equal?
  • From: Torsten Hennig
• Re: Java vs C++ ?
  • From: A . L .
• Re: Java vs C++ ?
  • From: A . L .
• Re: polynomial approx. of natural logarithm
  • From: user923005
• Re: How is these two terms equal?
  • From: Robert Israel
• Re: polynomial approx. of natural logarithm
  • From: Robert Israel
• Re: Java vs C++ ?
  • From: Danny Rich
• Re: Calculating EigenValues with CLAPACK
  • From: ist
• Re: Condition Number, Stiffness Matrix, FEM
  • From: Sudarshan Raghunathan
• Re: polynomial approx. of natural logarithm
  • From: D. Baruth
• How is these two terms equal?
  • From: Muhammad Raza
• Re: where is the source of the ill conditioning, anyway?
  • From: William R. Frensley
• Re: Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• Re: polynomial approx. of natural logarithm
  • From: Peter Spellucci
• Re: Calculating EigenValues with CLAPACK
  • From: Peter Spellucci
• Re: Java vs C++ ?
  • From: lingwanjae
• Re: where is the source of the ill conditioning, anyway?
  • From: Peter Spellucci
• Re: Minimizing the Frobenius norm
  • From: Peter Spellucci
• ? convolution IE
  • From: Cheng Cosine
• Re: polynomial approx. of natural logarithm
  • From: Helmut Jarausch
• Re: Java vs C++ ?
  • From: DP
• Re: Java vs C++ ?
  • From: A . L .
• Re: Java vs C++ ?
  • From: Bernd Strieder
• Re: polynomial approx. of natural logarithm
  • From: gilgamash
• Re: polynomial approx. of natural logarithm
  • From: Martin Brown
• polynomial approx. of natural logarithm
  • From: gilgamash
• Re: Calculating EigenValues with CLAPACK
  • From: ist
• where is the source of the ill conditioning, anyway?
  • From: asdf
• Re: Getting the median of a set of numbers
  • From: user923005
• Re: Minimizing the Frobenius norm
  • From: svlad
• Need your advice, thanks
  • From: Raja Almukahhal
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: Axel Vogt
• Re: ODE and initial conditions
  • From: Peter Spellucci
• Re: Minimizing the Frobenius norm
  • From: Peter Spellucci
• Re: Dual algorithm
  • From: Peter Spellucci
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Java vs C++ ?
  • From: Peter Christensen
• Re: Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• New mathematics/physical sciences positions at http://jobs.phds.org, January 22, 2007
  • From: PhDs . org Webmaster
• Re: Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: jacob navia
• Re: dam, flood - stay or die?
  • From: Antony Drokin
• Re: ? Poisson solver
  • From: Torsten Hennig
• Re: Number of solutions of an ODE set
  • From: cosmicstring
• Re: Gaussian elimination with guaranteed positive coefficients
  • From: Marshall
• Re: dam, flood - stay or die?
  • From: Julian V. Noble
• Re: ODE to difference equation and solution
  • From: Julian V. Noble
• Re: Number of solutions of an ODE set
  • From: Robert Israel
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: Axel Vogt
• Re: Condition Number, Stiffness Matrix, FEM
  • From: Sudarshan Raghunathan
• Number of solutions of an ODE set
  • From: cosmicstring
• Re: Getting the median of a set of numbers
  • From: Gordon Sande
• Re: Gaussian elimination with guaranteed positive coefficients
  • From: Helmut Jarausch
• dam, flood - stay or die?
  • From: er2
• Re: Getting the median of a set of numbers
  • From: Carl Barron
• Gaussian elimination with guaranteed positive coefficients
  • From: Marshall
• Re: Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• Re: Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• Getting the median of a set of numbers
  • From: RS
• Re: Java vs C++ ?
  • From: A . L .
• Re: Java vs C++ ?
  • From: Sudarshan Raghunathan
• Re: ODE and initial conditions
  • From: A . L .
• Re: Condition Number, Stiffness Matrix, FEM
  • From: Sudarshan Raghunathan
• Re: Java vs C++ ?
  • From: A . L .
• ODE and initial conditions
  • From: Calvin Guan
• Re: Java vs C++ ?
  • From: Seweryn Habdank-Wojewódzki
• ? Poisson solver
  • From: Cheng Cosine
• Java vs C++ ?
  • From: Peter Christensen
• Re: Type formula
  • From: Peter Christensen
• Re: Type formula
  • From: Peter Christensen
• Re: Type formula
  • From: Peter Christensen
• Re: Can Excel generate a normal curve?
  • From: Dana
• Re: Type formula
  • From: Peter Christensen
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: Nico Temme
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: jacob navia
• Condition Number, Stiffness Matrix, FEM
  • From: honhaar . goonda
• Re: Minimizing the Frobenius norm
  • From: Helmut Jarausch
• Re: ODE to difference equation and solution
  • From: Calvin Guan
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: Axel Vogt
• Re: Minimizing the Frobenius norm
  • From: svlad
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: user923005
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: Axel Vogt
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: Axel Vogt
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: user923005
• Re: Numerical evaluation of the Hypergeometric function 2F1
  • From: user923005
• Dual algorithm
  • From: G.I.
• Re: Minimizing the Frobenius norm
  • From: Peter Spellucci
• Re: ODE to difference equation and solution
  • From: A . L .
• Re: Minimizing the Frobenius norm
  • From: Helmut Jarausch
• Numerical evaluation of the Hypergeometric function 2F1
  • From: Giuliano
• Re: ODE to difference equation and solution
  • From: Robert Israel
• Re: ODE to difference equation and solution
  • From: Roy Stogner
• Re: ODE to difference equation and solution
  • From: Carl Barron
• Minimizing the Frobenius norm
  • From: svlad
• ODE to difference equation and solution
  • From: Calvin Guan
• Re: minimum change digit factor computation
  • From: Robert Israel
• Re: question of algorithm related to Gaussian statistics
  • From: Duncan Muirhead
• Re: Appell Hypergeometric Function
  • From: OliveWork
• Re: minimum change digit factor computation
  • From: Alexander Higgins
• Re: simple statistics question
  • From: Ken Pledger
• Re: FINITE ELEMENTS LIBRARY
  • From: user923005
• Re: FINITE ELEMENTS LIBRARY
  • From: marcsolal@xxxxxxxxxxx
• Re: FINITE ELEMENTS LIBRARY
  • From: user923005
• ANN: High dimensional data visualization software VisuMap 2.3 released
  • From: James X. Li
• Re: question of algorithm related to Gaussian statistics
  • From: zl2k
• FINITE ELEMENTS LIBRARY
  • From: marcsolal@xxxxxxxxxxx
• FINITE ELEMENTS LIBRARY
  • From: marcsolal@xxxxxxxxxxx
• Re: linear optimization
  • From: carlos
• Re: linear optimization
  • From: Peter Spellucci
• Re: linear optimization
  • From: A . L .
• Re: positive definiteness of matrix with complex entries, Sylvester criteria
  • From: Duncan Muirhead
• linear optimization
  • From: Tim vor der Brück
• Re: Multivariate optimization by solving one-dimensional problems (and using approximations)
  • From: Peter Spellucci
• Re: Reducing calculation time for solving linear equation system
  • From: Peter
• Re: Reducing calculation time for solving linear equation system
  • From: Diaboflo
• Re: Bell shaped curves
  • From: mecej4
• Re: Appell Hypergeometric Function
  • From: Paul Abbott
• Multivariate optimization by solving one-dimensional problems (and using approximations)
  • From: andrea
• Re: question of algorithm related to Gaussian statistics
  • From: Duncan Muirhead
• Re: minimum change digit factor computation
  • From: Robert Israel
• Re: minimum change digit factor computation
  • From: user923005
• Re: minimum change digit factor computation
  • From: user923005
• minimum change digit factor computation
  • From: Alexander Higgins
• Re: Can Excel generate a normal curve?
  • From: A . L .
• Re: Can Excel generate a normal curve?
  • From: Stig Holmquist
• Can Excel generate a normal curve?
  • From: Stig Holmquist
• Re: Appell Hypergeometric Function
  • From: user923005
• Re: Reducing calculation time for solving linear equation system
  • From: Peter Spellucci
• Re: Polynomial Root-finder
  • From: jacob navia
• Reducing calculation time for solving linear equation system
  • From: Diaboflo
• Re: Questions about boundary conditions..
  • From: Jeff
• Re: product of positive definite and semi-definite matrices
  • From: ays
• Re: parameter estimation
  • From: Peter Spellucci
• Re: Look for an efficient QP solver for a large-scale problem
  • From: Peter Spellucci
• Re: Questions about boundary conditions..
  • From: Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, January 15, 2007
  • From: PhDs . org Webmaster
• parameter estimation
  • From: Tim vor der Brück
• parameter estimation
  • From: Tim vor der Brück
• Can anyone tell me how to solve a particular delay equation problem step by step?
  • From: ref
• Re: FFTW versus NRC FFT
  • From: stevenj
• Re: FFTW versus NRC FFT
  • From: yongjun wang
• Re: Bell shaped curves
  • From: Beliavsky
• Look for an efficient QP solver for a large-scale problem
  • From: jacobus
• simple statistics question
  • From: Michael
• Re: Polynomial Root-finder
  • From: widmar
• question of algorithm related to Gaussian statistics
  • From: zl2k
• Polynomial Root-finder
  • From: david . binner
• Appell Hypergeometric Function
  • From: OliveWork
• brain science
  • From: Statistica Sinica
• Questions about boundary conditions..
  • From: Jeff
• Re: Solver for image processing app
  • From: Jeff
• Re: griddata
  • From: Steven Lord
• griddata
  • From: metoo
• Re: Wavelets: What is a scaling function?
  • From: Martin Eisenberg
• Re: Wavelets: What is a scaling function?
  • From: Object01
• Re: Wavelets: What is a scaling function?
  • From: Peter Spellucci
• Intel MKL library
  • From: mhtngc
• Re: Solver for image processing app
  • From: Peter Spellucci
• Wavelets: What is a scaling function?
  • From: Object01
• Re: Solver for image processing app
  • From: Jeff
• Re: Solver for image processing app
  • From: Jeff
• Re: Solver for image processing app
  • From: Peter Spellucci
• Re: Solver for image processing app
  • From: Nicolas Neuss
• Re: product of positive definite and semi-definite matrices
  • From: Robert Israel
• Re: Solver for image processing app
  • From: Jeff
• Re: Solver for image processing app
  • From: Gordon Sande
• Re: Map data to color palette
  • From: carlos
• Solver for image processing app
  • From: Jeff
• Re: Map data to color palette
  • From: Martin Eisenberg
• Map data to color palette
  • From: squaloghepardo
• Re: Solution of Cubic Equations
  • From: user923005
• Re: Bell shaped curves
  • From: user923005
• Re: product of positive definite and semi-definite matrices
  • From: Peter Spellucci
• product of positive definite and semi-definite matrices
  • From: ays
• Re: finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Erik Wikström
• Re: finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Erik Wikström
• Re: finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Peter Spellucci
• Re: finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Erik Wikström
• Re: finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Han de Bruijn
• Re: Bell shaped curves
  • From: Han de Bruijn
• Bell shaped curves
  • From: Stig Holmquist
• Re: finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Peter Spellucci
• finite volume two dimensional steady-state diffusion in unstructured triangular mesh
  • From: Erik Wikström
• Re: Solution of Cubic Equations
  • From: Jeremy Watts
• Re: matrix inequality
  • From: Peter Spellucci
• Re: very high order ODE solver
  • From: Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, January 08, 2007
  • From: PhDs . org Webmaster
• Re: poisson equation with periodic boundary conditions using finite difference
  • From: Torsten Hennig
• Re: very high order ODE solver
  • From: Joe Smith
• Re: Solution of Cubic Equations
  • From: Carl Barron
• Re: very high order ODE solver
  • From: A . L .
• Re: very high order ODE solver
  • From: Joe Smith
• Re: Solution of Cubic Equations
  • From: A . L .
• Re: Solution of Cubic Equations
  • From: W H G
• Re: poisson equation with periodic boundary conditions using finite difference
  • From: farshid . roumi
• Re: Solution of Cubic Equations
  • From: Temp
• Re: Solution of Cubic Equations
  • From: W H G
• Re: the order of the method
  • From: A . L .
• Re: the order of the method
  • From: Madzia
• Re: Solution of Cubic Equations
  • From: Temp
• Re: the order of the method
  • From: A . L .
• Re: the order of the method
  • From: Madzia
• the order of the method
  • From: Madzia
• Re: very high order ODE solver
  • From: A . L .
• Re: very high order ODE solver
  • From: Axel Vogt
• matrix inequality
  • From: maxsim
• Solution of Cubic Equations
  • From: Anton
• very high order ODE solver
  • From: Gunnar G
• Re: FFTW versus NRC FFT
  • From: Bruce Scott TOK
• Re: Getting the position of orthogonal columns using SVD
  • From: The Phantom
• Re: FFTW versus NRC FFT
  • From: John Herman
• Re: FFTW versus NRC FFT
  • From: stevenj
• Re: poisson equation with periodic boundary conditions using finite difference
  • From: Peter Spellucci
• Re: Getting the position of orthogonal columns using SVD
  • From: Aadal
• Re: poisson equation with periodic boundary conditions using finite difference
  • From: andy2O
• Re: FFTW versus NRC FFT
  • From: Blacky
• Re: FFTW versus NRC FFT
  • From: Bruce Scott TOK
• Re: poisson equation with periodic boundary conditions using finite difference
  • From: Torsten Hennig
• Re: poisson equation with periodic boundary conditions using finite difference
  • From: Torsten Hennig
• poisson equation with periodic boundary conditions using finite difference
  • From: farshid . roumi
• Re: composite numerical analysis formula again..
  • From: user923005
• Re: composite numerical analysis formula again..
  • From: user923005
• Re: composite numerical analysis formula again..
  • From: user923005
• Re: composite numerical analysis formula again..
  • From: user923005
• Re: FFTW versus NRC FFT
  • From: stevenj
• Tutoring & Homework Help
  • From: surgetechie@xxxxxxxxx
• Re: numerical analysis (composite numerical integration)
  • From: user923005
• Re: FFTW versus NRC FFT
  • From: stevenj
• Re: Looking for suggestions on a root search strategy
  • From: Alan
• Un-pimp Your Formula
  • From: Peter Luschny
• FFTW versus NRC FFT
  • From: Blacky
• composite numerical analysis formula again..
  • From: *****
• Re: Getting the position of orthogonal columns using SVD
  • From: The Phantom
• Re: numerical analysis (composite numerical integration)
  • From: user923005
• Re: numerical analysis (composite numerical integration)
  • From: Carl Barron
• Re: Getting the position of orthogonal columns using SVD
  • From: The Phantom
• Re: Looking for suggestions on a root search strategy
  • From: israel
• Multiplication in a "band matrix" space
  • From: base736
• Re: Looking for suggestions on a root search strategy
  • From: Alan
• Re: Looking for suggestions on a root search strategy
  • From: Alan
• Re: Distinguish between data and noise
  • From: Olin Perry Norton
• Re: numerical analysis (composite numerical integration)
  • From: user923005
• Re: numerical analysis (composite numerical integration)
  • From: user923005
• Re: Looking for suggestions on a root search strategy
  • From: Steven G. Kargl
• Re: Looking for suggestions on a root search strategy
  • From: Robert Israel
• Looking for suggestions on a root search strategy
  • From: Alan
• Re: Integration methods examples
  • From: Julian V. Noble
• Monte Carlo simulation questions
  • From: cindy
• Re: Discrete Nonlinear Optimization Problem
  • From: giannis
• Re: Getting the position of orthogonal columns using SVD
  • From: Aadal
• Re: Getting the position of orthogonal columns using SVD
  • From: Aadal
• Re: Getting the position of orthogonal columns using SVD
  • From: Jeremy Watts
• Re: Discrete Nonlinear Optimization Problem
  • From: Hans Mittelmann
• Re: Combinatorics for 8 take 2
  • From: Allen McIntosh
• Re: Combinatorics for 8 take 2
  • From: Dave Dodson
• Re: Combinatorics for 8 take 2
  • From: Allen McIntosh
• Re: Combinatorics for 8 take 2
  • From: Stig Holmquist
• Discrete Nonlinear Optimization Problem
  • From: giannis
• Re: Integration methods examples
  • From: Helmut Jarausch
• Re: Combinatorics for 8 take 2
  • From: Dave Dodson
• Integration methods examples
  • From: Luc Morin
• Re: Combinatorics for 8 take 2
  • From: Stig Holmquist
• Re: Combinatorics for 8 take 2
  • From: Dave Dodson
• Re: Calculating mixed high-order derivatives
  • From: Finder
• New mathematics/physical sciences positions at http://jobs.phds.org, January 01, 2007
  • From: PhDs . org Webmaster

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