sci.math.num-analysis

• Thread Index

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• ignore -- Re: annoying import warning
  • From: Mathew
• annoying import warning
  • From: Mathew
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Cheng Cosine
• Re: looking for commerical 3D volume mesh development kits
  • From: Christian
• NASTRAN format
  • From: Rob McDonald
• Re: Incomplete Beta function
  • From: Nico Temme
• Re: Integrate erf type expression
  • From: Badger
• Re: Integrate erf type expression
  • From: Peter Spellucci
• Re: Optimization of noisy functions
  • From: Peter Spellucci
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Peter Spellucci
• Integrate erf type expression
  • From: Pratim Vakish
• Re: Incomplete Beta function
  • From: Paul Abbott
• Re: Recommendation for numerical differentiation formulas?
  • From: Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, July 17, 2006
  • From: PhDs . org Webmaster
• Incomplete Beta function
  • From: Georg Wenig
• Re: Polynomial solving
  • From: Paul Abbott
• Re: Polynomial solving
  • From: Julian V. Noble
• Re: Polynomial solving
  • From: Jean-Marc Gulliet
• Re: Polynomial solving
  • From: Julian V. Noble
• Polynomial solving
  • From: jacob navia
• Re: Correction factor in computing exp()?
  • From: Dave Dodson
• FlexPDE
  • From: vokinnavi@xxxxxxxxxxxxxx
• Re: Correction factor in computing exp()?
  • From: lcw1964
• Correction factor in computing exp()?
  • From: lcw1964
• Re: Matrix functions via EVD decomposition
  • From: ~Glynne
• Re: Number Theory
  • From: Peter L. Montgomery
• The Riemann Hypothesis Revisited
  • From: iiiliev7
• Optimization of noisy functions
  • From: John Herman
• Re: Matrix functions via EVD decomposition
  • From: dan
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Cheng Cosine
• Number Theory
  • From: Danilo
• Re: How to get the analytical PDF of this expression?
  • From: glare22
• Re: Change of base
  • From: bertieboo
• Re: Change of base
  • From: bertieboo
• Re: Change of base
  • From: bertieboo
• Re: Change of base
  • From: bertieboo
• Re: Highest precision of finite difference, given machine's epsilon
  • From: bv
• Re: Recommendation for numerical differentiation formulas?
  • From: Peter Spellucci
• Re: How to solve linear program with matrix variable ?
  • From: Torsten Hennig
• Re: LP problem conversion
  • From: Peter Spellucci
• Re: Numerical diagonalization by not using zgeev?
  • From: Peter Spellucci
• Re: How to solve linear program with matrix variable ?
  • From: Torsten Hennig
• Re: random walk on graph
  • From: Shlomo Kashani
• Re: How to solve linear program with matrix variable ?
  • From: Fan
• random walk on graph
  • From: Eric B
• LP problem conversion
  • From: pepitosbarzeguti@xxxxxxxxxxxx
• Re: Numerical diagonalization by not using zgeev?
  • From: MWimmer
• Re: How to get the analytical PDF of this expression?
  • From: Duncan Muirhead
• Re: Logistic time-step problem
  • From: Peter Spellucci
• Re: Compating double with Interval Problem Matlab
  • From: Peter Spellucci
• Re: Recommendation for numerical differentiation formulas?
  • From: Peter Spellucci
• Re: How to get the analytical PDF of this expression?
  • From: Torsten Hennig
• Re: Recommendation for numerical differentiation formulas?
  • From: Helmut Jarausch
• Re: Numerical diagonalization by not using zgeev?
  • From: Helmut Jarausch
• How to get the analytical PDF of this expression?
  • From: glare22
• Logistic time-step problem
  • From: christriddle
• Re: How to solve linear program with matrix variable ?
  • From: Torsten Hennig
• How to solve linear program with matrix variable ?
  • From: Fan
• Re: The problem of derivative on scalar scailed matrix
  • From: shna
• Re: Change of base
  • From: Robert Israel
• Re: Bound on nnz for sparse matrix product
  • From: Scott Kilpatrick
• Re: How to solve the linear objective function with max function, and linear constraints?
  • From: C W
• Change of base
  • From: bertieboo
• Compating double with Interval Problem Matlab
  • From: immernurzweiter@xxxxxxxxxxx
• Re: integrand numerical singular near boundary
  • From: Peter Spellucci
• Re: integrand numerical singular near boundary
  • From: Robert Israel
• Re: Bound on nnz for sparse matrix product
  • From: Peter Spellucci
• Re: Numerical diagonalization by not using zgeev?
  • From: Peter Spellucci
• Re: Bound on nnz for sparse matrix product
  • From: Robert Israel
• Re: Zahl mit Intervall vergleichen
  • From: immernurzweiter@xxxxxxxxxxx
• Re: Zahl mit Intervall vergleichen
  • From: immernurzweiter@xxxxxxxxxxx
• Zahl mit Intervall vergleichen ( Matlab)
  • From: immernurzweiter@xxxxxxxxxxx
• Zahl mit Intervall vergleichen
  • From: immernurzweiter@xxxxxxxxxxx
• Zahl mit Intervall vergleichen
  • From: immernurzweiter@xxxxxxxxxxx
• Re: How to solve the linear objective function with max function, and linear constraints?
  • From: Robert Israel
• Re: Is there a program for numerically integrating a PDF to get CDF
  • From: glare22
• integrand numerical singular near boundary
  • From: Axel Vogt
• Bound on nnz for sparse matrix product
  • From: Scott Kilpatrick
• Re: Numerical diagonalization by not using zgeev?
  • From: MWimmer
• Re: Probability of 1234567890
  • From: Dave Seaman
• Re: Is there a program for numerically integrating a PDF to get CDF
  • From: Torsten Hennig
• Re: Is there a program for numerically integrating a PDF to get CDF
  • From: Peter Spellucci
• Re: ? LS expression for A*x = b
  • From: Peter Spellucci
• Re: The problem of derivative on scalar scailed matrix
  • From: Peter Spellucci
• Is there a program for numerically integrating a PDF to get CDF
  • From: glare22
• Is there a program for numerically integrating a PDF to get CDF
  • From: glare22
• Re: ? LS expression for A*x = b
  • From: Cheng Cosine
• Re: ? LS expression for A*x = b
  • From: Duncan Muirhead
• Re: ? LS expression for A*x = b
  • From: Helmut Jarausch
• Re: The problem of derivative on scalar scailed matrix
  • From: shna
• Re: Probability of 1234567890
  • From: Andrew Poelstra
• Re: Probability of 1234567890
  • From: Dave Seaman
• Re: Probability of 1234567890
  • From: Andrew Poelstra
• ? LS expression for A*x = b
  • From: Cheng Cosine
• Re: Libmesh error
  • From: Brunka
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Cheng Cosine
• Re: Probability of 1234567890
  • From: Dave Seaman
• Probability of 1234567890
  • From: Stig Holmquist
• How to solve the linear objective function with max function, and linear constraints?
  • From: Fan
• Re: The problem of derivative on scalar scailed matrix
  • From: Peter Spellucci
• Re: Numerical diagonalization by not using zgeev?
  • From: Peter Spellucci
• Re: Unconstrained nonlinear programming: problem with the proof of the Global Convergence Theorem
  • From: kingpin
• The problem of derivative on scalar scailed matrix
  • From: shna
• Numerical diagonalization by not using zgeev?
  • From: MWimmer
• Factoring and residues
  • From: jstevh
• Re: Libmesh error
  • From: Roy Stogner
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Gordon Sande
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Peter Spellucci
• Re: starting question: analysing the interations of historical data for prediction
  • From: Peter Spellucci
• Re: meansuring the iterative solution by residual is reliable?
  • From: Peter Spellucci
• Re: stange results on an ill-conditoned system
  • From: Peter Spellucci
• Re: Unconstrained nonlinear programming: problem with the proof of the Global Convergence Theorem
  • From: Peter Spellucci
• New mathematics/physical sciences positions at http://jobs.phds.org, July 10, 2006
  • From: PhDs . org Webmaster
• Re: ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Cheng Cosine
• Re: I really need help on this one ...
  • From: Robert Israel
• ? algorithm to fill out the gap of Sherman-Morrison formula
  • From: Cheng Cosine
• starting question: analysing the interations of historical data for prediction
  • From: richardchaven
• Re: large-scale ill-posed probelm
  • From: A . L .
• Need Help on this topic
  • From: prithvi
• large-scale ill-posed probelm
  • From: sanaz
• Advanced analytical methods for path integral calculation.
  • From: jaykov
• Re: Would you recommend GPCG for my problem?
  • From: Hans Mittelmann
• Would you recommend GPCG for my problem?
  • From: pascal omnes
• Re: Libmesh error
  • From: Brunka
• Re: Libmesh error
  • From: Brunka
• Re: Libmesh error
  • From: Gerard Kramer
• meansuring the iterative solution by residual is reliable?
  • From: Qiaohua Liu
• stange results on an ill-conditoned system
  • From: Qiaohua Liu
• Re: Libmesh error
  • From: John Herman
• Libmesh error
  • From: Brunka
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: John Herman
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: carlos
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: helen
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: helen
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: Peter Spellucci
• Re: bairstow method
  • From: Peter Spellucci
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: ~Glynne
• Re: bairstow method
  • From: Dave Dodson
• Re: bairstow method
  • From: Dann Corbit
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: carlos
• looking for commerical 3D volume mesh development kits
  • From: pass2oil
• bairstow method
  • From: j15max
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: helen
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: Peter Spellucci
• Re: Numerical Analysis book wanted
  • From: vsgdp
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: Jason Sidabras
• Re: how to efficiently solve a relatively large scale linear equation systems?
  • From: Jason Sidabras
• Re: Basic LU decomposition problem
  • From: Bill Shortall
• Unconstrained nonlinear programming: problem with the proof of the Global Convergence Theorem
  • From: kingpin
• how to efficiently solve a relatively large scale linear equation systems?
  • From: zhaohf_2000
• Phase correlation - follow-up to my earlier post
  • From: paul
• Re: Numerical Recipes in C - correlation method
  • From: paul
• Re: Estimating condition number
  • From: The Phantom
• Re: Numerical Recipes in C - correlation method
  • From: Shlomo Kashani
• Re: Numerical Integration - Quadrature Order
  • From: Julian V. Noble
• Numerical Recipes in C - correlation method
  • From: paul
• Re: Numerical Analysis book wanted
  • From: A . L .
• Re: Matlab: how to obtain reflectors from QR
  • From: Alfredo Buttari
• Re: Eigenvectors/eigenvalues for large symmetric positive semidefinite matrices
  • From: Jon
• Re: Numerical Integration - Quadrature Order
  • From: Gert Van den Eynde
• Re: Numerical Analysis book wanted
  • From: Alex. Lupas
• Re: Bessel functions of large orders - J10000(9990)
  • From: D. Baruth
• Re: Matlab: how to obtain reflectors from QR
  • From: qhliu
• Re: Numerical Analysis book wanted
  • From: Shlomo Kashani
• Re: Condition number of matrices
  • From: Victor Eijkhout
• Matlab: how to obtain reflectors from QR
  • From: alfredo . buttari
• optimization question
  • From: Asmith333
• Re: Numerical Integration - Quadrature Order
  • From: Helmut Jarausch
• Re: Eigenvectors with large matrices
  • From: Gottfried Helms
• Numerical Analysis book wanted
  • From: MatthewCage
• Re: Eigenvectors/eigenvalues for large symmetric positive semidefinite matrices
  • From: Ron Shepard
• Re: Standard Deviation of a calculated variable
  • From: Dave P
• Re: Eigenvectors with large matrices
  • From: Peter Spellucci
• Re: Eigenvectors/eigenvalues for large symmetric positive semidefinite matrices
  • From: Peter Spellucci
• Numerical Integration - Quadrature Order
  • From: sreejith
• Re: Pressure boundary condition when solving Stokes equation
  • From: sreejith
• Eigenvectors/eigenvalues for large symmetric positive semidefinite matrices
  • From: Jon
• Re: Eigenvectors with large matrices
  • From: Allen McIntosh
• Re: Eigenvectors with large matrices
  • From: Alan Woodland
• Re: Eigenvectors with large matrices
  • From: Alois Steindl
• Eigenvectors with large matrices
  • From: Alan Woodland
• Re: 2d Poisson Solver in cylindrical coordinates on irregular grid
  • From: Torsten Hennig
• Re: 2d Poisson Solver in cylindrical coordinates on irregular grid
  • From: Han de Bruijn
• Re: Basic LU decomposition problem
  • From: Carl Barron
• Re: Minimizing matrix norm
  • From: Ronald Bruck
• XPPAUT: can you define initial conditions as functions?
  • From: Lag
• 2d Poisson Solver in cylindrical coordinates on irregular grid
  • From: Sam
• Re: need some concave functions over a NXN matrix
  • From: nikhilbhargav_nsit
• Re: Minimizing matrix norm
  • From: Peter Spellucci
• Re: Basic LU decomposition problem
  • From: Peter Spellucci
• Re: Well conditioned problems and stable methods
  • From: Peter Spellucci
• Re: Basic LU decomposition problem
  • From: Alan Woodland
• Re: Minimizing matrix norm
  • From: Helmut Jarausch
• Re: Estimating condition number
  • From: Robert Israel
• Re: Basic LU decomposition problem
  • From: Jeremy Watts
• Re: Basic LU decomposition problem
  • From: Jeremy Watts
• Re: Well conditioned problems and stable methods
  • From: Han de Bruijn
• Re: About using penalty function in integer optimization
  • From: A . L .
• About using penalty function in integer optimization
  • From: lindberg
• Estimating condition number
  • From: The Phantom
• Re: Factoring idea, feedback needed
  • From: jstevh
• Re: Minimizing matrix norm
  • From: Gordon Sande
• Re: Minimizing matrix norm
  • From: Ronald Bruck
• Re: Minimizing matrix norm
  • From: Ronald Bruck
• Re: Basic LU decomposition problem
  • From: Carl Barron
• Re: need some concave functions over a NXN matrix
  • From: Peter Spellucci
• Re: Basic LU decomposition problem
  • From: Peter Spellucci
• May-June articles on scientificcomputing.blogspot.com
  • From: scientificcomputingnews
• need some concave functions over a NXN matrix
  • From: nikhilbhargav_nsit
• Basic LU decomposition problem
  • From: Alan Woodland
• Re: Well conditioned problems and stable methods
  • From: Peter Spellucci
• Re: Well conditioned problems and stable methods
  • From: Han de Bruijn
• Re: Condition number of matrices
  • From: Peter Spellucci
• Re: Solving large-scale sparse binary linear systems EXACTLY?
  • From: Peter Spellucci
• Re: canonical basis
  • From: Peter Spellucci
• Re: Well conditioned problems and stable methods
  • From: Peter Spellucci
• Re: Minimizing matrix norm
  • From: Gordon Sande
• Spectral element method code writer question
  • From: Li.Ning
• New mathematics/physical sciences positions at http://jobs.phds.org, July 03, 2006
  • From: PhDs . org Webmaster
• Re: matlab basic function
  • From: Gerard Kramer
• Minimizing matrix norm
  • From: Ronald Bruck
• Re: Condition number of matrices
  • From: Han de Bruijn
• Re: Condition number of matrices
  • From: shadeofgray
• matlab image problem
  • From: lixiaoyao
• Condition number of matrices
  • From: Fijoy George
• fft problem help
  • From: lixiaoyao
• Re: Condition number of matrices
  • From: Toni Lassila
• matlab basic function
  • From: lixiaoyao
• Re: FFT problem
  • From: lixiaoyao
• Factoring idea, feedback needed
  • From: jstevh
• Re: FFT problem
  • From: lixiaoyao
• Re: Elliptic integral of the seconnd kind with complex amplitude
  • From: Richard Mathar
• Re: Solving large-scale sparse binary linear systems EXACTLY?
  • From: Susan Margulies
• Re: FFT problem
  • From: john2
• new model of numbers
  • From: dinar
• Rossler: chaos and numerical problems
  • From: Fabio
• FFT problem
  • From: lixiaoyao
• canonical basis
  • From: Jeremy Watts
• Re: Well conditioned problems and stable methods
  • From: Han . deBruijn
• Re: Well conditioned problems and stable methods
  • From: bv
• Re: circular harmonic component
  • From: Robert Israel
• Re: how to adjust the SAM in a CGE model
  • From: wzt
• Re: how to adjust the SAM in a CGE model
  • From: Erwin Kalvelagen

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