sci.math.num-analysis

• Date Index

• non linear programming, praveenchopra
  • Re: non linear programming, Erwin Kalvelagen
• finding matrix exponentials using jordan decomposition, NoIdea
  • Re: finding matrix exponentials using jordan decomposition, Duncan Muirhead
  • Re: finding matrix exponentials using jordan decomposition, Martin Eisenberg
• Reverse fourier transform problem in realft of Numecial Recipes in C++, Leonard
• install program on emulation for TI-89, pocket pc, neorf
• wavelet toolboxes, Amadeus W. M.
  • Re: wavelet toolboxes, carlos
    • Re: wavelet toolboxes, Sudarshan Raghunathan
      • Re: wavelet toolboxes, Amadeus W. M.
      • Re: wavelet toolboxes, carlos
      • Re: wavelet toolboxes, Sudarshan Raghunathan
  • Re: wavelet toolboxes, David B . Chorlian
• question and help please, Lara
• Quadtrees algorithm code in Mathcad, Hollywood
• Multivariate splines as tensor product?, Maurice van de Rijzen
  • Re: Multivariate splines as tensor product?, Peter Spellucci
• Eigen decomposition problem when the given matrix is changed by some operation, shna
  • Re: Eigen decomposition problem when the given matrix is changed by some operation, Ray Koopman
    • Re: Eigen decomposition problem when the given matrix is changed by some operation, shna
• Cubes, Danilo
  • Re: Cubes, Allen McIntosh
  • Re: Cubes, me@xxxxxxxxxx
• merson, Peter Spellucci
  • Re: merson, carlos
• Solving large system of polynoms with a degree 60 or above, bluetrin
  • Re: Solving large system of polynoms with a degree 60 or above, Peter Spellucci
    • Re: Solving large system of polynoms with a degree 60 or above, bluetrin
      • Re: Solving large system of polynoms with a degree 60 or above, Hans Mittelmann
• looking for periodic integrands, Bart Vandewoestyne
  • Re: looking for periodic integrands, Peter Spellucci
  • Re: looking for periodic integrands, N. Shamsundar
    • Re: looking for periodic integrands, nikhilbhargav_nsit
  • Re: looking for periodic integrands, Jentje Goslinga
  • Re: looking for periodic integrands, Julian V. Noble
• Simulation of emission and detection, wolfram . rother
  • Re: Simulation of emission and detection, wolfram . rother
  • Re: Simulation of emission and detection, Ray Koopman
    • Re: Simulation of emission and detection, wolfram . rother
      • Re: Simulation of emission and detection, Ray Koopman
      • Re: Simulation of emission and detection, wolfram . rother
      • Re: Simulation of emission and detection, wolfram . rother
• Numerical solution of linear differential equation, Andrew
  • Re: Numerical solution of linear differential equation, Peter Spellucci
• petsc and cholesky decomposition, Trond Sagerup
• Hermite Triangular Patches, ranga . narasimhan
• Interpolation as a linear matrix operation, Graham
  • Re: Interpolation as a linear matrix operation, Peter Spellucci
  • Re: Interpolation as a linear matrix operation, Martin Eisenberg
• New mathematics/physical sciences positions at http://jobs.phds.org, March 27, 2006, PhDs . org Webmaster
• How to debug program linked with GSL?, Yajun
• Generalized eigenvalue problem, cegparamesh
  • Re: Generalized eigenvalue problem, mhill37
• best intro to finite element method book, quat
  • Re: best intro to finite element method book, matthias
    • Re: best intro to finite element method book, carlos
• Integral of [(Cos^2 x + 1)^1/2] dx, Bret Cahill
  • Re: Integral of [(Cos^2 x + 1)^1/2] dx, David W . Cantrell
  • Re: Integral of [(Cos^2 x + 1)^1/2] dx, Anon
    • Re: Integral of [(Cos^2 x + 1)^1/2] dx, Bret Cahill
• How to determine the regression window size?, v . jacky
  • Re: How to determine the regression window size?, ziman137
• Book recommendations, Rob McDonald
  • Re: Book recommendations, Evgenii Rudnyi
  • Re: Book recommendations, Casey Hawthorne
• SOR technique for semiconductor continuity equation, cmj
  • Re: SOR technique for semiconductor continuity equation, Peter Spellucci
    • Re: SOR technique for semiconductor continuity equation, cmj
      • Re: SOR technique for semiconductor continuity equation, Peter Spellucci
      • Re: SOR technique for semiconductor continuity equation, cmj
      • Re: SOR technique for semiconductor continuity equation, Peter Spellucci
      • Re: SOR technique for semiconductor continuity equation, cmj
      • Re: SOR technique for semiconductor continuity equation, Olin Perry Norton
      • Re: SOR technique for semiconductor continuity equation, cmj
      • Re: SOR technique for semiconductor continuity equation, Olin Perry Norton
      • Re: SOR technique for semiconductor continuity equation, cmj
      • Re: SOR technique for semiconductor continuity equation, Peter Spellucci
• Fitting function to data using L1/hinge loss, Yaroslav Bulatov
  • Re: Fitting function to data using L1/hinge loss, Peter Spellucci
    • Re: Fitting function to data using L1/hinge loss, Yaroslav Bulatov
      • Re: Fitting function to data using L1/hinge loss, Peter Spellucci
      • Re: Fitting function to data using L1/hinge loss, John Herman
      • Re: Fitting function to data using L1/hinge loss, Peter Spellucci
• Numerical integration with many points, Niels L Ellegaard
  • Re: Numerical integration with many points, Pythagoras' Bane
  • Re: Numerical integration with many points, Julian V. Noble
    • Re: Numerical integration with many points, Michael Hennebry
      • Re: Numerical integration with many points, John Herman
      • Re: Numerical integration with many points, Julian V. Noble
      • Re: Numerical integration with many points, Ushnish Basu
  • Re: Numerical integration with many points, kia
  • Re: Numerical integration with many points, carlos
• need suggestions on Sparse Matrix Library, andywenj@xxxxxxxxx
  • Re: need suggestions on Sparse Matrix Library, spasmous
• [OT] Three mathematicians, kia
  • Re: [OT] Three mathematicians, David W . Cantrell
    • Re: [OT] Three mathematicians, Ronald Bruck
      • Re: Three mathematicians, spasmous
  • Re: [OT] Three mathematicians, Lou Pecora
  • Re: [OT] Three mathematicians, Gib Bogle
    • Re: [OT] Three mathematicians, Mark Vaughan
• Interpolation within Hex and Tet Grid, Sulagna . Sasmal
• Re: Reducible Matrices, giuseppe
  • Re: Reducible Matrices, Peter Spellucci
• Help regarding regarding splines, satishkumar.k@xxxxxxxxx
  • Re: Help regarding regarding splines, Peter Spellucci
• Sparse non-negative least squares (update), spasmous
  • Re: Sparse non-negative least squares (update), Arnold Neumaier
    • Re: Sparse non-negative least squares (update), spasmous
      • Re: Sparse non-negative least squares (update), Hans Mittelmann
      • Re: Sparse non-negative least squares (update), spasmous
  • Re: Sparse non-negative least squares (update), Peter Spellucci
    • Re: Sparse non-negative least squares (update), spasmous
• euler's method for systems?, tom
  • Re: euler's method for systems?, Peter Spellucci
    • Re: euler's method for systems?, tom
    • Re: euler's method for systems?, tom
      • Re: euler's method for systems?, Peter Spellucci
  • Re: euler's method for systems?, Julian V. Noble
• Numerical modelling of semiconductors, az
  • Re: Numerical modelling of semiconductors, Han de Bruijn
  • Re: Numerical modelling of semiconductors, J.V.Ashby
    • Re: Numerical modelling of semiconductors, J.V.Ashby
  • Re: Numerical modelling of semiconductors, Peter Spellucci
    • Re: Numerical modelling of semiconductors, Andrew
• Pade approximant, benoist . gaston
  • Re: Pade approximant, Peter Spellucci
    • Re: Pade approximant, Paul Abbott
  • Re: Pade approximant, Evgenii Rudnyi
• Impossible Cauchy problem, deltaquattro
  • Re: Impossible Cauchy problem, deltaquattro
    • Re: Impossible Cauchy problem, Peter Spellucci
    • Re: Impossible Cauchy problem, N. Shamsundar
  • Re: Impossible Cauchy problem, Peter Spellucci
• Sparse non-negative least squares, spasmous
• Finite Volume ENO method, quat
  • Re: Finite Volume ENO method, Peter Spellucci
  • Re: Finite Volume ENO method, carlos
• Need suggestions for Numerical Analysis project, eathdefence
  • Re: Need suggestions for Numerical Analysis project, quat
    • Re: Need suggestions for Numerical Analysis project, eathdefence
      • Re: Need suggestions for Numerical Analysis project, quat
  • Re: Need suggestions for Numerical Analysis project, Peter Spellucci
  • Re: Need suggestions for Numerical Analysis project, eathdefence
• Programming quadratures, peter.trofimov@xxxxxxxxx
  • Re: Programming quadratures, Roy Stogner
  • Re: Programming quadratures, quat
  • Re: Programming quadratures, Gert Van den Eynde
• GMRES, pablo
  • Re: GMRES, ausg100
• Deriving the function for the bell curve..., sunburned . surveyor
  • Re: Deriving the function for the bell curve..., Robert Israel
  • Re: Deriving the function for the bell curve..., Anon
    • Re: Deriving the function for the bell curve..., sunburned . surveyor
• Re: FEM help, patrick5
  • Re: FEM help, Pierre Verpeaux
• Calculating Standard Deviation, sunburned . surveyor
  • Re: Calculating Standard Deviation, Robert Israel
    • Re: Calculating Standard Deviation, Jentje Goslinga
      • Re: Calculating Standard Deviation, Gordon Sande
      • Re: Calculating Standard Deviation, Han de Bruijn
      • Re: Calculating Standard Deviation, Robert Israel
  • Re: Calculating Standard Deviation, Gordon Sande
    • Re: Calculating Standard Deviation, sunburned . surveyor
      • Re: Calculating Standard Deviation, David L. Wilson
• Maximum error of a Normal Distribution., Michael Lees
  • Re: Maximum error of a Normal Distribution., Peter Spellucci
    • Re: Maximum error of a Normal Distribution., Michael Lees
      • Re: Maximum error of a Normal Distribution., John Herman
      • Re: Maximum error of a Normal Distribution., Herman Rubin
    • Re: Maximum error of a Normal Distribution., Ray Koopman
      • Re: Maximum error of a Normal Distribution., matthewcroberts
      • Re: Maximum error of a Normal Distribution., Herman Rubin
• Re: Choosing a matrix library for image processing. Blitz++,MTL or others?, Toni Lassila
• New mathematics/physical sciences positions at http://jobs.phds.org, March 20, 2006, PhDs . org Webmaster
• help: how to find all zero roots of a non-linear equation in a given interval, andywenj@xxxxxxxxx
  • Re: help: how to find all zero roots of a non-linear equation in a given interval, andywenj@xxxxxxxxx
    • Re: help: how to find all zero roots of a non-linear equation in a given interval, Peter Spellucci
      • Re: help: how to find all zero roots of a non-linear equation in a given interval, andywenj@xxxxxxxxx
      • Re: help: how to find all zero roots of a non-linear equation in a given interval, Peter Spellucci
      • Re: help: how to find all zero roots of a non-linear equation in a given interval, andywenj@xxxxxxxxx
      • Re: help: how to find all zero roots of a non-linear equation in a given interval, Peter Spellucci
      • Re: help: how to find all zero roots of a non-linear equation in a given interval, andywenj@xxxxxxxxx
      • Re: help: how to find all zero roots of a non-linear equation in a given interval, Jentje Goslinga
  • Re: help: how to find all zero roots of a non-linear equation in a given interval, Peter Spellucci
  • Re: help: how to find all zero roots of a non-linear equation in a given interval, Jentje Goslinga
• Design Optimization, Roel . Swinkels
  • Re: Design Optimization, Evgenii Rudnyi
    • Re: Design Optimization, Roel . Swinkels
      • Re: Design Optimization, Peter Spellucci
  • Re: Design Optimization, Francois Jouve
• ? determine eigenbasis and eigenvalues of A directly from X and B where A*X=B, Cheng Cosine
  • Re: ? determine eigenbasis and eigenvalues of A directly from X and B where A*X=B, Peter Spellucci
    • Re: ? determine eigenbasis and eigenvalues of A directly from X and B where A*X=B, Cheng Cosine
      • Re: ? determine eigenbasis and eigenvalues of A directly from X and B where A*X=B, Peter Spellucci
      • Re: ? determine eigenbasis and eigenvalues of A directly from X and B where A*X=B, Cheng Cosine
      • Re: ? determine eigenbasis and eigenvalues of A directly from X and B where A*X=B, Peter Spellucci
• The Mallat algorithm for a 2D Haar Wavelet Transform for Image Compression on mathcad., Hollywood
• lax friedrichs finite volume, quat
  • Re: lax friedrichs finite volume, Jonathan Dursi
    • Re: lax friedrichs finite volume, quat
      • Re: lax friedrichs finite volume, quat
      • Re: lax friedrichs finite volume, Peter Spellucci
      • Re: lax friedrichs finite volume, Jonathan Dursi
• The numerical value of Sum(1/(p log p)), Wolfgang Rave
  • Re: The numerical value of Sum(1/(p log p)), Narcoleptic Insomniac
    • Re: The numerical value of Sum(1/(p log p)), Wolfgang Rave
      • Re: The numerical value of Sum(1/(p log p)), Narcoleptic Insomniac
      • Re: The numerical value of Sum(1/(p log p)), Narcoleptic Insomniac
      • Re: The numerical value of Sum(1/(p log p)), Wolfgang Rave
  • re:The numerical value of Sum(1/(p log p)), Kolsz
• An introduction to the list..., Sunburned Surveyor
  • Re: An introduction to the list..., Jentje Goslinga
    • Re: An introduction to the list..., sunburned . surveyor
      • Re: An introduction to the list..., Jentje Goslinga
    • Re: An introduction to the list..., Gordon Sande
• Need software for plotting and derivate data, Eric
  • Re: Need software for plotting and derivate data, matthias
  • Re: Need software for plotting and derivate data, Richard Mathar
• Strongly Nonlinear Problems, probleman
  • Re: Strongly Nonlinear Problems, Peter Spellucci
    • Re: Strongly Nonlinear Problems, matthias
      • Re: Strongly Nonlinear Problems, Evgenii Rudnyi
      • Re: Strongly Nonlinear Problems, Peter Spellucci
• For what I do not find with using I know, probleman
  • Re: For what I do not find with using I know, Peter Spellucci
    • Re: For what I do not find with using I know, probleman
      • Re: For what I do not find with using I know, Peter Spellucci
• Inviscid Burger's Equation, quat
  • Re: Inviscid Burger's Equation, Olin Perry Norton
  • Re: Inviscid Burger's Equation, Robert Israel
• Gauss-Seidel Iteration Problem - A Better Solution???, ox_f1
  • Re: Gauss-Seidel Iteration Problem - A Better Solution???, Peter Spellucci
  • Re: Gauss-Seidel Iteration Problem - A Better Solution???, Sudarshan Raghunathan
• DelaunayTriangulation and Quadrangulation, BoLe79
  • Re: DelaunayTriangulation and Quadrangulation, carlos
  • Re: DelaunayTriangulation and Quadrangulation, Michael Hennebry
• Call for Papers (extended): IAENG International Workshop on Scientific Computing and Computational Statistics (in IMECS 2006), imecs__2006
• come-back to numerical analysis, noureddine.k
  • Re: come-back to numerical analysis, Robert Israel
    • Re: come-back to numerical analysis, z
  • Re: come-back to numerical analysis, Peter Spellucci
  • <Possible follow-ups>
  • come-back to numerical analysis, noureddine.k
    • Re: come-back to numerical analysis, Lou Pecora
      • Re: come-back to numerical analysis, Dave Rusin
  • come-back to numerical analysis, noureddine.k
• Max standard deviation - 4D, Bill Kotsias
  • Re: Max standard deviation - 4D, One Usenet Poster
    • Re: Max standard deviation - 4D, Bill Kotsias
  • Re: Max standard deviation - 4D, Ray Koopman
  • Re: Max standard deviation - 4D, David L. Wilson
• Choice of programming language, Mark B
  • Re: Choice of programming language, Damien
    • Re: Choice of programming language, NoIdea
      • Re: Choice of programming language, Rob McDonald
      • Re: Choice of programming language, stefanbanev
      • Re: Choice of programming language, Rob McDonald
      • Re: Choice of programming language, jacob navia
      • Re: Choice of programming language, NoIdea
      • Re: Choice of programming language, Anthony Garcia
      • Re: Choice of programming language, Casey Hawthorne
      • Re: Choice of programming language, NoIdea
    • Re: Choice of programming language, carlos
      • Message not available
      • Re: Choice of programming language, carlos
  • Re: Choice of programming language, Michael Hennebry
    • Re: Choice of programming language, Dan Nagle
      • Re: Choice of programming language, carlos
      • Re: Choice of programming language, Jonathan Dursi
• Re: optimization, Peter Spellucci
• nonlinear multiobjective test problems, Antony
  • Re: nonlinear multiobjective test problems, Peter Spellucci
• Math Profs Are Still Safe At Pomona, Bret Cahill
• heuristics, JasonS
• existence of solution to a special optimization problem, ays
  • Re: existence of solution to a special optimization problem, Peter Spellucci
    • Re: existence of solution to a special optimization problem, ays
      • Re: existence of solution to a special optimization problem, Peter Spellucci
• Re: Open source library for C for calculating approximation coeffs, Robin Bruce
  • Re: Open source library for C for calculating approximation coeffs, Peter Spellucci
    • Re: Open source library for C for calculating approximation coeffs, Robin Bruce
• FFT in OpenCV, laguiche2004
• matlab functions. how can i find minimum of an array?, tom
  • Re: matlab functions. how can i find minimum of an array?, ror7
  • Re: matlab functions. how can i find minimum of an array?, Mark B Stucky
• Intersection of 2 curves, dtshedd
  • Re: Intersection of 2 curves, john2
  • Re: Intersection of 2 curves, Julian V. Noble
  • Re: Intersection of 2 curves, ZZZjon
  • <Possible follow-ups>
  • Intersection of 2 curves, dtshedd
    • Re: Intersection of 2 curves, Peter Spellucci
      • Re: Intersection of 2 curves, Robert Israel
• New mathematics/physical sciences positions at http://jobs.phds.org, March 13, 2006, PhDs . org Webmaster
• Least squares bspline curve fitting, Taxidriver
  • Re: Least squares bspline curve fitting, Peter Spellucci
• ENO method, quat
  • Re: ENO method, carlos
• How to integrate twice numerically, Tom
  • Re: How to integrate twice numerically, Peter Spellucci
    • Re: How to integrate twice numerically, Tom
      • Re: How to integrate twice numerically, Dave Dodson
      • Re: How to integrate twice numerically, Fred Chapman
      • Re: How to integrate twice numerically, Tom
      • Re: How to integrate twice numerically, carlos
      • Re: How to integrate twice numerically, Fred Krogh
  • Re: How to integrate twice numerically, Dave Dodson
  • Re: How to integrate twice numerically, carlos
• SVD, precision and size, spasmous
  • Re: SVD, precision and size, Peter Spellucci
    • Re: SVD, precision and size, spasmous
      • Re: SVD, precision and size, Peter Spellucci
      • Re: SVD, precision and size, spasmous
• birthdays at the same month (day..) as a function of N of members, chapkovski
  • Re: birthdays at the same month (day..) as a function of N of members, ror7
• finite volume scheme derivation help, quat
  • Re: finite volume scheme derivation help, Jonathan Dursi
    • Re: finite volume scheme derivation help, quat
    • Re: finite volume scheme derivation help, Andrea
      • Re: finite volume scheme derivation help, Jonathan Dursi
• Determinant of an integer matrix, Alec Edgington
  • Re: Determinant of an integer matrix, Peter Spellucci
  • Re: Determinant of an integer matrix, Han de Bruijn
    • Re: Determinant of an integer matrix, Alec Edgington
• eigenvalue magnitude question, NoIdea
  • Re: eigenvalue magnitude question, Peter Spellucci
• ? alg solves V'*H*V = B, Cheng Cosine
  • Re: ? alg solves V'*H*V = B, Cheng Cosine
    • Re: ? alg solves V'*H*V = B, Peter Spellucci
• Derivative of eigenvalues wrt the original matrix., Alf
  • Re: Derivative of eigenvalues wrt the original matrix., Peter Spellucci
• Hunt-Szymanski algorithm, Han de Bruijn
  • Re: Hunt-Szymanski algorithm, Peter Spellucci
• Statistics Opening, Dinesh
• parameter estimation, antati
  • Re: parameter estimation, antati
• Log/Normal, ColinRule
  • Re: Log/Normal, ausg100
    • Re: Log/Normal, ColinRule
  • Re: Log/Normal, Julian V. Noble
    • Re: Log/Normal, ColinRule
      • Re: Log/Normal, Peter Spellucci
  • Re: Log/Normal, Olin Perry Norton
• proof, bell3774
  • Re: proof, Dave Dodson
• Optimization question, mssaad
  • Re: Optimization question, Robert Israel
    • Re: Optimization question, mssaad
  • Re: Optimization question, Dave Dodson
• Re: Urgent question on Compaq Visual Fortran (CXML) - Sparse Solver, kia
• Dynamic system convergence proof., Michael Fairbank
  • Re: Dynamic system convergence proof., Robert Israel
    • Re: Dynamic system convergence proof., Michael Fairbank
• convergence rate proof, Bart
  • Re: convergence rate proof, Alex. Lupas
    • Re: convergence rate proof, Bart
• New mathematics/physical sciences positions at http://jobs.phds.org, March 06, 2006, PhDs . org Webmaster
• Re: polynomial factoring and round off errors, Zdeněk Hurák
  • Re: polynomial factoring and round off errors, jeremyscerri
    • Re: polynomial factoring and round off errors, Zdeněk Hurák
• RK Fehlberg 4(5)th order..., Anthony Garcia
  • Re: RK Fehlberg 4(5)th order..., Julian V. Noble
• freefem, dibyadeep@xxxxxxxxx
  • Re: freefem, Francois Jouve
• eigenvalue theorem, NoIdea
  • Re: eigenvalue theorem, Dave Dodson
  • Re: eigenvalue theorem, Julian V. Noble
  • Re: eigenvalue theorem, Zdislav V. Kovarik
• Re: Question about floats and mods..., Jeff
  • Re: Question about floats and mods..., Dave Dodson
• Where to publish a RH proof..., Jeff
  • Re: Where to publish a RH proof..., Dave Dodson
  • Re: Where to publish a RH proof..., Alex. Lupas
• Re: Question about exp rules..., Jeff
• Different ode solvers give differnet solutions, sumitra . eecs
  • Re: Different ode solvers give differnet solutions, carlos
  • Re: Different ode solvers give differnet solutions, bv
    • Re: Different ode solvers give differnet solutions, Steven Lord
      • Re: Different ode solvers give differnet solutions, carlos
• Shape of the Water At the N. Pole After the Cap Melts, Bret Cahill
  • Re: Shape of the Water At the N. Pole After the Cap Melts, Everett M. Greene
  • Re: Shape of the Water At the N. Pole After the Cap Melts, Robert Israel
    • Re: Shape of the Water At the N. Pole After the Cap Melts, Richard Mathar
      • Re: Shape of the Water At the N. Pole After the Cap Melts, Bret Cahill
      • Re: Shape of the Water At the N. Pole After the Cap Melts, Richard Mathar
• Re: A Long Thin No Stretch No Weight Sagging Film Is Supported By Horizontal Parallel Beams and Filled With a Liquid, Bret Cahill
  • Re: A Long Thin No Stretch No Weight Sagging Film Is Supported By Horizontal Parallel Beams and Filled With a Liquid, Dave Dodson
    • Re: A Long Thin No Stretch No Weight Sagging Film Is Supported By Horizontal Parallel Beams and Filled With a Liquid, Bret Cahill
• Zoom FFT - Better freq resolution = more sample time?, maxsim
  • Re: Zoom FFT - Better freq resolution = more sample time?, ror7
• uniqueness of matrix exponential, NoIdea
  • Re: uniqueness of matrix exponential, Peter Spellucci
    • Re: uniqueness of matrix exponential, Ian Gay
    • Re: uniqueness of matrix exponential, Heikki Kaskelma
• ohmic boundary conditions, cmj
  • Re: ohmic boundary conditions, Bruce Scott TOK
• ? dealing nonlinear terms, Cheng Cosine
  • Re: ? dealing nonlinear terms, Bruce Scott TOK
    • Re: ? dealing nonlinear terms, Cheng Cosine
      • Re: ? dealing nonlinear terms, Bruce Scott TOK
  • Re: ? dealing nonlinear terms, Peter Spellucci
• Dividing an ellipse into equal parts, tallsteve
  • Re: Dividing an ellipse into equal parts, Julian V. Noble
    • Re: Dividing an ellipse into equal parts, tallsteve
      • Re: Dividing an ellipse into equal parts, Martin Brown
      • Re: Dividing an ellipse into equal parts, tallsteve
      • Re: Dividing an ellipse into equal parts, Peter Spellucci
      • Message not available
      • Re: Dividing an ellipse into equal parts, tallsteve
  • Re: Dividing an ellipse into equal parts, Roy Stogner
    • Re: Dividing an ellipse into equal parts, tallsteve
• Primes: Randomness and Prime Twin Proof, martin . winer
• 2006 International Conference on Complex Systems, NECSI
• Formula for error bound for a aproximation p(x) of function f(x), NyQuil
  • Re: Formula for error bound for a aproximation p(x) of function f(x), Peter Spellucci
    • Re: Formula for error bound for a aproximation p(x) of function f(x), NyQuil
      • Re: Formula for error bound for a aproximation p(x) of function f(x), Alex. Lupas
      • Re: Formula for error bound for a aproximation p(x) of function f(x), Fred Chapman
• Iteratively reweighted least squares, Uwe Schmitt
  • Re: Iteratively reweighted least squares, spasmous
• trouble solving a large non-linear system with SCILAB's fsolve, pacooo
  • Re: trouble solving a large non-linear system with SCILAB's fsolve, Hans Mittelmann
  • Re: trouble solving a large non-linear system with SCILAB's fsolve, Peter Spellucci
    • Re: trouble solving a large non-linear system with SCILAB's fsolve, pacooo
• Inverse DCT (theory), Maike Schmidt
  • Re: Inverse DCT (theory), Peter Spellucci
  • Re: Inverse DCT (theory), melnikov.alexey@xxxxxxxxx
  • Re: Inverse DCT (theory), Ivan Oseledets
• applications..http://open-sites.net/, tomstopy
• Re: Which boundary and initial conditions to impose in moving boundary problems, matthias
  • Re: Which boundary and initial conditions to impose in moving boundary problems, Andrea
• Re: approximating a polynomial by piecewise constant functions, Dave Dodson
  • Re: approximating a polynomial by piecewise constant functions, Fred Chapman
  • <Possible follow-ups>
  • Re: approximating a polynomial by piecewise constant functions, ZZZjon
    • Re: approximating a polynomial by piecewise constant functions, Eric B
    • Re: approximating a polynomial by piecewise constant functions, Peter Spellucci
    • Re: approximating a polynomial by piecewise constant functions, Dave Dodson
      • Re: approximating a polynomial by piecewise constant functions, ZZZjon
      • Re: approximating a polynomial by piecewise constant functions, Dave Dodson
      • Re: approximating a polynomial by piecewise constant functions, ZZZjon
• Re: GMRES: what to use for MSOLVE, MATVEC, Peter Spellucci
  • <Possible follow-ups>
  • Re: GMRES: what to use for MSOLVE, MATVEC, Eric Carlson
• Re: matrix examples, Peter Spellucci
• erf, C W
  • Re: erf, Peter Spellucci
  • Re: erf, Axel Vogt
• Model reduction for finite element models, Evgenii Rudnyi
• Re: LP - RCSP - ge resource constraint, Richard Dobis
• Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), carlos
  • Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), dgoldsmith_89
    • Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), carlos
    • Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), carlos
      • Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), dgoldsmith_89
      • Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), carlos
      • Re: FEM "Hourglassing" w/ triangular cells? (was: Help: ideas, what might be "wrong"?), dgoldsmith_89
• Re: Kutta Merson integration, bvoh
  • <Possible follow-ups>
  • Re: Kutta Merson integration, bvoh
    • Re: Kutta Merson integration, max
      • Re: Kutta Merson integration, bvoh
      • Re: Kutta Merson integration, max
    • Re: Kutta Merson integration, Richard Brankin
      • Re: Kutta Merson integration, bvoh
  • Re: Kutta Merson integration, bvoh
    • Re: Kutta Merson integration, Peter Spellucci
      • Re: Kutta Merson integration, bvoh

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