sci.math.num-analysis

• Date Index

---

• derivation of a real function of complex matrices wrt a real parameters, jonagold
• Pareto III random variate, Giulio Bottazzi
• Dream ƒrequency Mathematics Suite v1, Dream ƒrequency
• density loss in 1d-advection.Why? coarse mesh? velocity field?, Alessandro
  • Re: density loss in 1d-advection.Why? coarse mesh? velocity field?, Torsten Hennig
    • Re: density loss in 1d-advection.Why? coarse mesh? velocity field?, Alessandro
      • Re: density loss in 1d-advection.Why? coarse mesh? velocity field?, Torsten Hennig
      • Re: density loss in 1d-advection.Why? coarse mesh? velocity field?, Alessandro
• New mathematics/physical sciences positions at http://jobs.phds.org, May 29, 2006, PhDs . org Webmaster
• New Analytical Functions - Numerically Verified, Mohamed Al-Dabbagh
  • Re: New Analytical Functions - Numerically Verified, Dave Dodson
    • Re: New Analytical Functions - Numerically Verified, Mohamed Al-Dabbagh
      • Re: New Analytical Functions - Numerically Verified, David W . Cantrell
      • Re: New Analytical Functions - Numerically Verified, Mohamed Al-Dabbagh
      • Re: New Analytical Functions - Numerically Verified, David W . Cantrell
      • Re: New Analytical Functions - Numerically Verified, Dave Dodson
      • Re: New Analytical Functions - Numerically Verified, Dave Dodson
      • Re: New Analytical Functions - Numerically Verified, Mohamed Al-Dabbagh
• 2D interpolation ? How?, Martin Jørgensen
  • Re: 2D interpolation ? How?, Roy Stogner
    • Re: 2D interpolation ? How?, Martin Jørgensen
      • Re: 2D interpolation ? How?, Gordon
      • Re: 2D interpolation ? How?, Martin Jørgensen
  • Re: 2D interpolation ? How?, Julian V. Noble
    • Re: 2D interpolation ? How?, Martin Jørgensen
• Space-Efficient Representation for Construction of Very Large Graphs?, chessaurus
• Re: Kutta Merson integration, bvoh
• Interesting oddball questions, Schizoid Man
  • Re: Interesting oddball questions, Badger
  • Re: Interesting oddball questions, Rob McDonald
    • Re: Interesting oddball questions, Carl Barron
      • Re: Interesting oddball questions, Rob McDonald
• is there C code available for computing 2F1 (complex case) ?, Axel Vogt
  • Re: is there C code available for computing 2F1 (complex case) ?, Hans Mittelmann
    • Re: is there C code available for computing 2F1 (complex case) ?, Axel Vogt
      • Re: is there C code available for computing 2F1 (complex case) ?, Hans Mittelmann
      • Re: is there C code available for computing 2F1 (complex case) ?, Axel Vogt
      • Re: is there C code available for computing 2F1 (complex case) ?, Hans Mittelmann
  • Re: is there C code available for computing 2F1 (complex case) ?, richard . koolhans
  • Re: is there C code available for computing 2F1 (complex case) ?, Julian V. Noble
  • Re: is there C code available for computing 2F1 (complex case) ?, uC
    • Re: is there C code available for computing 2F1 (complex case) ?, Axel Vogt
• simple equation, Andrew
  • Re: simple equation, David W . Cantrell
  • Re: simple equation, Julian V. Noble
    • Re: simple equation, richard . koolhans
  • Re: simple equation, Helmut Jarausch
• finite-differencing and machine errors, Leslaw Bieniasz
  • Re: finite-differencing and machine errors, Gordon Sande
  • Re: finite-differencing and machine errors, Helmut Jarausch
    • Re: finite-differencing and machine errors, Leslaw Bieniasz
  • Re: finite-differencing and machine errors, Julian V. Noble
  • Re: finite-differencing and machine errors, |||newspam|||
    • Re: finite-differencing and machine errors, Lester Ingber
      • Re: finite-differencing and machine errors, Lester Ingber
  • Re: finite-differencing and machine errors, Peter Spellucci
  • Re: finite-differencing and machine errors, Toby Kelsey
    • Re: finite-differencing and machine errors, Leslaw Bieniasz
      • Re: finite-differencing and machine errors, Peter Spellucci
      • Re: finite-differencing and machine errors, Leslaw Bieniasz
  • Message not available
    • Re: finite-differencing and machine errors, Alex. Lupas
• Looking for anyone working on shape optimization (OSD) with PDE especially for fluids?, gao_osd
• Ugly integral, rjmagyar
  • Re: Ugly integral, Julian V. Noble
    • Re: Ugly integral, rjmagyar
      • Re: Ugly integral, Julian V. Noble
• Banded matrix factorization, Koeppl Heinz
  • Re: Banded matrix factorization, Peter Spellucci
    • Re: Banded matrix factorization, Koeppl Heinz
      • Re: Banded matrix factorization, Peter Spellucci
      • Re: Banded matrix factorization, Koeppl Heinz
      • Re: Banded matrix factorization, Peter Spellucci
• [Fwd: Which maths library?], Korchkidu
  • Re: [Fwd: Which maths library?], Julian V. Noble
    • Re: [Fwd: Which maths library?], Korchkidu
• multigrid transfer operators, mishooax
  • Re: multigrid transfer operators, Nicolas Neuss
• ? algebraic way of determing sys matrix of FD method, Cheng Cosine
  • Re: ? algebraic way of determing sys matrix of FD method, Peter Spellucci
    • Re: ? algebraic way of determing sys matrix of FD method, Cheng Cosine
      • Re: ? algebraic way of determing sys matrix of FD method, Peter Spellucci
  • Re: ? algebraic way of determing sys matrix of FD method, Torsten Hennig
• Right cubic basis for fem, quat
  • Re: Right cubic basis for fem, Helmut Jarausch
• Nelder-Mead simplex for nonlinear optimisation with bound constraints, forall
  • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, Julian V. Noble
    • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, forall
  • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, Peter Spellucci
    • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, forall
  • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, A . . L .
    • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, A . . L .
  • Re: Nelder-Mead simplex for nonlinear optimisation with bound constraints, max
• what is the correct Riemann solver for this problem?, Alessandro
  • Re: what is the correct Riemann solver for this problem?, Torsten Hennig
    • Re: what is the correct Riemann solver for this problem?, Alessandro
• Using Orthogonal Polynomials for curve fitting?, Paul Ciszek
  • Re: Using Orthogonal Polynomials for curve fitting?, richard . koolhans
  • Re: Using Orthogonal Polynomials for curve fitting?, Peter Spellucci
    • Re: Using Orthogonal Polynomials for curve fitting?, Julian V. Noble
  • Re: Using Orthogonal Polynomials for curve fitting?, Julian V. Noble
• Question about exponetials..., Jeff
  • Re: Question about exponetials..., Peter Spellucci
    • Re: Question about exponetials..., Jeff
  • Re: Question about exponetials..., David W . Cantrell
    • Re: Question about exponetials..., Jeff
• B-spline ending problem, mtp
  • Re: B-spline ending problem, mtp
    • Re: B-spline ending problem, mtp
• Gauss-Hermite Quadrature, Boikanyo Makubate
• Highest precision of finite difference, given machine's epsilon, hmobahi
  • Re: Highest precision of finite difference, given machine's epsilon, Alois Steindl
    • Re: Highest precision of finite difference, given machine's epsilon, hmobahi
      • Re: Highest precision of finite difference, given machine's epsilon, Alois Steindl
  • Re: Highest precision of finite difference, given machine's epsilon, Martin Eisenberg
• Assembling and extracting matrices in FEM, Marko
  • Re: Assembling and extracting matrices in FEM, Evgenii Rudnyi
    • Re: Assembling and extracting matrices in FEM, Marko
      • Re: Assembling and extracting matrices in FEM, Evgenii Rudnyi
• Jacobi algorithm implementation behaves strangely(?), mishooax
  • Re: Jacobi algorithm implementation behaves strangely(?), mishooax
  • Re: Jacobi algorithm implementation behaves strangely(?), Christian Waluga
    • Re: Jacobi algorithm implementation behaves strangely(?), Christian Waluga
    • Re: Jacobi algorithm implementation behaves strangely(?), Christian Waluga
  • Re: Jacobi algorithm implementation behaves strangely(?), Helmut Jarausch
    • Re: Jacobi algorithm implementation behaves strangely(?), mishooax
      • Re: Jacobi algorithm implementation behaves strangely(?), Helmut Jarausch
      • Re: Jacobi algorithm implementation behaves strangely(?), mishooax
• math contests and boggles, csheppard91
• Re: Trig identity, Jean-Marc Gulliet
• integral problem, haibozh
  • Re: integral problem, Badger
  • Re: integral problem, Julian V. Noble
  • Re: integral problem, Jean-Marc Gulliet
  • Re: integral problem, Julian V. Noble
• double integral problem, xieshufu
  • Re: double integral problem, Helmut Jarausch
    • Re: double integral problem, Julian V. Noble
      • Re: double integral problem, Paul Abbott
      • Re: double integral problem, Julian V. Noble
• repeat singular values, Jeremy Watts
  • Re: repeat singular values, Helmut Jarausch
  • Re: repeat singular values, Ron Shepard
• ? tensor numerical methods, Cheng Cosine
  • Re: ? tensor numerical methods, Sudarshan Raghunathan
• More Gauss-Hermite quadrature questions, Schizoid Man
  • Re: More Gauss-Hermite quadrature questions, Schizoid Man
    • Re: More Gauss-Hermite quadrature questions, Schizoid Man
  • Re: More Gauss-Hermite quadrature questions, Julian V. Noble
    • Re: More Gauss-Hermite quadrature questions, Julian V. Noble
      • Re: More Gauss-Hermite quadrature questions, Schizoid Man
      • Re: More Gauss-Hermite quadrature questions, Julian V. Noble
      • Re: More Gauss-Hermite quadrature questions, Schizoid Man
      • Re: More Gauss-Hermite quadrature questions, Peter Spellucci
• fftw3.1 static library on win64, Jason
  • Re: fftw3.1 static library on win64, stevenj
    • Re: fftw3.1 static library on win64, Jason
      • Re: fftw3.1 static library on win64, stevenj
      • Re: fftw3.1 static library on win64, Jason
      • Re: fftw3.1 static library on win64, stevenj
      • Re: fftw3.1 static library on win64, Jason
• a matrix optimization problem, Helmut Jarausch
  • Re: a matrix optimization problem, Ray Koopman
    • Re: a matrix optimization problem, Helmut Jarausch
      • Re: a matrix optimization problem, Ray Koopman
      • Re: a matrix optimization problem, Ray Koopman
      • Re: a matrix optimization problem, Peter Spellucci
• ? FD in cylindrical coords, Cheng Cosine
  • Re: ? FD in cylindrical coords, Torsten Hennig
    • Re: ? FD in cylindrical coords, Cheng Cosine
      • Re: ? FD in cylindrical coords, Torsten Hennig
• piecewise linear 1D finite element method, quat
  • Re: piecewise linear 1D finite element method, Nicolas Neuss
    • Re: piecewise linear 1D finite element method, Roy Stogner
  • Re: piecewise linear 1D finite element method, carlos
• Avoiding Poles in the Complex Plane, wesh
  • Re: Avoiding Poles in the Complex Plane, Alan
  • Re: Avoiding Poles in the Complex Plane, Julian V. Noble
• DASPK problem with zero solution components, Ronald Haynes
• Counting number of zeros in an array, Nishant
  • Re: Counting number of zeros in an array, Peter Spellucci
    • Re: Counting number of zeros in an array, Sudarshan Raghunathan
      • Re: Counting number of zeros in an array, Sudarshan Raghunathan
      • Re: Counting number of zeros in an array, Nishant
      • Re: Counting number of zeros in an array, Nishant
• basic eigenvalue theorems, Jeremy Watts
  • Re: basic eigenvalue theorems, Alois Steindl
    • Re: basic eigenvalue theorems, Jeremy Watts
      • Re: basic eigenvalue theorems, Alois Steindl
  • Re: basic eigenvalue theorems, Julian V. Noble
• Regarding Poisson equation, Sapna
  • Re: Regarding Poisson equation, Eric B
• B splines problem, quat
  • Re: B splines problem, rajivginotra
  • Re: B splines problem, Peter Spellucci
    • Re: B splines problem, quat
      • Re: B splines problem, Peter Spellucci
      • Re: B splines problem, quat
• Evaluating rational functions, Martin Eisenberg
  • Re: Evaluating rational functions, Peter Spellucci
• new interpolation algorithms, kjinnovation
• Convexity of trace function on matrix space, shna
  • Re: Convexity of trace function on matrix space, Gordon Sande
    • Re: Convexity of trace function on matrix space, shna
      • Re: Convexity of trace function on matrix space, Gordon Sande
      • Re: Convexity of trace function on matrix space, shna
      • Re: Convexity of trace function on matrix space, shna
• jordan decomposition, Jeremy Watts
  • Re: jordan decomposition, Alois Steindl
  • <Possible follow-ups>
  • jordan decomposition, Jeremy Watts
    • Re: jordan decomposition, richard . koolhans
    • Re: jordan decomposition, Alois Steindl
      • Re: jordan decomposition, Jeremy Watts
      • Re: jordan decomposition, Alois Steindl
      • Re: jordan decomposition, Jeremy Watts
• forecasting based on Singular Spectrum Analysis, Krystian
  • Re: forecasting based on Singular Spectrum Analysis, A . . L .
• setting model for tendency analysis, fxfocc
• finite-difference stencils, Leslaw Bieniasz
• Presentacion de Educacion Matematica en America Latina, Lic. Ana Lenzo
• piecewise linear finite element space, quat
• quadrature errors, quat
  • Re: quadrature errors, Peter Spellucci
    • Re: quadrature errors, quat
      • Re: quadrature errors, quat
• Gauss-Hermite quadrature help, Schizoid Man
  • Re: Gauss-Hermite quadrature help, Julian V. Noble
    • Re: Gauss-Hermite quadrature help, Schizoid Man
      • Re: Gauss-Hermite quadrature help, J.V.Ashby
      • Re: Gauss-Hermite quadrature help, Schizoid Man
      • Re: Gauss-Hermite quadrature help, J.V.Ashby
      • Re: Gauss-Hermite quadrature help, Paul Abbott
      • Re: Gauss-Hermite quadrature help, Keith Lindsay
      • Re: Gauss-Hermite quadrature help, Schizoid Man
  • Re: Gauss-Hermite quadrature help, Dave Dodson
    • Re: Gauss-Hermite quadrature help, Julian V. Noble
      • Re: Gauss-Hermite quadrature help, Schizoid Man
• 2D Grid Generation using Elliptic PDE's, gerkats
• Does anyone know how to use SuperLU ?, pauli . haukka
  • Re: Does anyone know how to use SuperLU ?, Damien
    • Re: Does anyone know how to use SuperLU ?, pauli . haukka
      • Re: Does anyone know how to use SuperLU ?, Damien
      • Re: Does anyone know how to use SuperLU ?, pauli . haukka
• New mathematics/physical sciences positions at http://jobs.phds.org, May 15, 2006, PhDs . org Webmaster
• Comparing Matrix for common entry, Nishant
  • Re: Comparing Matrix for common entry, Thomas Schmelzer
• Maximizing in the unit interval, Smith
• 3 equations, 4 unknown . finding the solution ?!, A.Sabry
  • Re: 3 equations, 4 unknown . finding the solution ?!, A.Sabry
    • Re: 3 equations, 4 unknown . finding the solution ?!, Allen McIntosh
      • Re: 3 equations, 4 unknown . finding the solution ?!, A.Sabry
    • Re: 3 equations, 4 unknown . finding the solution ?!, Helmut Jarausch
    • Re: 3 equations, 4 unknown . finding the solution ?!, Damien
  • Re: 3 equations, 4 unknown . finding the solution ?!, Torsten Hennig
  • Re: 3 equations, 4 unknown . finding the solution ?!, N. Shamsundar
    • Re: 3 equations, 4 unknown . finding the solution ?!, Torsten Hennig
    • Re: 3 equations, 4 unknown . finding the solution ?!, Alois Steindl
      • Re: 3 equations, 4 unknown . finding the solution ?!, DP
      • Re: 3 equations, 4 unknown . finding the solution ?!, Steven Lord
      • Re: 3 equations, 4 unknown . finding the solution ?!, DP
  • Re: 3 equations, 4 unknown . finding the solution ?!, A.Sabry
• Linear Programming - Large Constraint Matrix, Arnav
  • Re: Linear Programming - Large Constraint Matrix, Hans Mittelmann
    • Re: Linear Programming - Large Constraint Matrix, Arnav
      • Re: Linear Programming - Large Constraint Matrix, Hans Mittelmann
      • Re: Linear Programming - Large Constraint Matrix, Arnav
  • Re: Linear Programming - Large Constraint Matrix, N. Shamsundar
• Does this ODE have an "analytic" solution?, phaccount
  • Re: Does this ODE have an "analytic" solution?, Peter Spellucci
    • Re: Does this ODE have an "analytic" solution?, phaccount
  • Re: Does this ODE have an "analytic" solution?, Julian V. Noble
    • Re: Does this ODE have an "analytic" solution?, phaccount
  • Re: Does this ODE have an "analytic" solution?, Evgenii Rudnyi
• How to solve nonlinear system with SuperLU ?, pauli . haukka
  • Re: How to solve nonlinear system with SuperLU ?, Damien
    • Re: How to solve nonlinear system with SuperLU ?, pauli . haukka
• I want to be a Newbie, Aleramo
  • Re: I want to be a Newbie, Martin Jørgensen
    • Re: I want to be a Newbie, Aleramo
• Annc: O-Matrix 6- New Statistics & Enhanced Performance, Harmonic Software
• Piecewise Linear Function of 3d Points, Adam Teasdale Hartshorne
  • Re: Piecewise Linear Function of 3d Points, Peter Spellucci
• minimal polynomial, Jeremy Watts
  • Re: minimal polynomial, Peter Spellucci
  • Re: minimal polynomial, Robert Israel
    • Re: minimal polynomial, Jeremy Watts
      • Re: minimal polynomial, israel
      • Re: minimal polynomial, Jeremy Watts
• runge kutta interpolants, boy23
  • Re: runge kutta interpolants, Helmut Jarausch
    • Re: runge kutta interpolants, Eric B
      • Re: runge kutta interpolants, Helmut Jarausch
      • Re: runge kutta interpolants, kia
      • Re: runge kutta interpolants, Steven Lord
      • Re: runge kutta interpolants, Helmut Jarausch
      • Re: runge kutta interpolants, boy23
      • Re: runge kutta interpolants, Peter Spellucci
  • Re: runge kutta interpolants, Peter Spellucci
    • Re: runge kutta interpolants, Julian V. Noble
• Geneating M-File, immernurzweiter@xxxxxxxxxxx
• C/C++ code for generation FIR/IIR of dynamic system, saint . d . a
• perplexing simplex, Chris Chiasson
  • Re: perplexing simplex, Julian V. Noble
    • Re: perplexing simplex, Chris Chiasson
  • Re: perplexing simplex, Peter Spellucci
    • Re: perplexing simplex, Chris Chiasson
  • <Possible follow-ups>
  • perplexing simplex, Chris Chiasson
• L1 minimization, nelson marques
  • Re: L1 minimization, Gordon Sande
    • Re: L1 minimization, nelson marques
      • Re: L1 minimization, Peter Spellucci
  • Re: L1 minimization, Helmut Jarausch
    • Re: L1 minimization, nelson marques
      • Re: L1 minimization, Zdeněk Hurák
• Regularization problem of (A^t A + \lambda I) ^-1, shna
  • Re: Regularization problem of (A^t A + \lambda I) ^-1, ~Glynne
  • Re: Regularization problem of (A^t A + \lambda I) ^-1, Peter Spellucci
• ? fft on matrix multiplication and numerical integration, Cheng Cosine
  • Re: ? fft on matrix multiplication and numerical integration, Gordon Sande
    • Re: ? fft on matrix multiplication and numerical integration, Cheng Cosine
• Help With Some Statistics, graham_ashe
  • Re: Help With Some Statistics, Ray Koopman
• cayley-hamilton theory, Jeremy Watts
• NLLS fit to a function using NL2SOL, Athena
  • Re: NLLS fit to a function using NL2SOL, Phil Sherrod
    • Re: NLLS fit to a function using NL2SOL, Athena
      • Re: NLLS fit to a function using NL2SOL, Phil Sherrod
• C-infinity functions with compact support, Edward C. Jones
  • Re: C-infinity functions with compact support, Robert Israel
    • Re: C-infinity functions with compact support, Edward C. Jones
      • Re: C-infinity functions with compact support, israel
      • Re: C-infinity functions with compact support, Edward C. Jones
      • Re: C-infinity functions with compact support, Robert Israel
• algorithm for solving ode's using operational calculus, daemon
  • Re: algorithm for solving ode's using operational calculus, Evgenii Rudnyi
  • Re: algorithm for solving ode's using operational calculus, bv
• Algorithm to compute transient distributions of DTMC, Noelia Oses
• CFP: CP06 WS on Interval Analysis and Constraint Propagation, Jamila Sam
• New mathematics/physical sciences positions at http://jobs.phds.org, May 08, 2006, PhDs . org Webmaster
• fem neumann BC, quat
  • Re: fem neumann BC, Gordon
• Could we relate orignal criterion of SVD into co-occurrence like criterion ?, shna
• A = D+N numerically?, Ronald Bruck
  • Re: A = D+N numerically?, Robert Israel
  • Re: A = D+N numerically?, Peter Spellucci
• 1D fem nonhomogeneous BC, quat
  • Re: 1D fem nonhomogeneous BC, Peter Spellucci
    • Re: 1D fem nonhomogeneous BC, quat
• algorithms 4 newton raphson method..bisection method and gauss seidel method, kanholysandeepkrishnan
  • Re: algorithms 4 newton raphson method..bisection method and gauss seidel method, Peter Spellucci
• Looking for template code for Lapack++, Emacs Row
  • Re: Looking for template code for Lapack++, Evgenii Rudnyi
• Chess and math wizard wanted, Bjorn Ursfjord
  • Re: Chess and math wizard wanted, Doug Quale
  • Re: Chess and math wizard wanted, Phillip Helbig---remove CLOTHES to reply
    • Re: Chess and math wizard wanted, Helmut Weber
• Re: not positive-definite covariance matrix, David Langevin
  • <Possible follow-ups>
  • Re: not positive-definite covariance matrix, Gottfried Helms
• newton solver with line search for constrained problems, suhao
  • Re: newton solver with line search for constrained problems, Olin Perry Norton
  • Re: newton solver with line search for constrained problems, carlos
  • Re: newton solver with line search for constrained problems, Peter Spellucci
• Re: 50-th Anniversary of the CORDIC Algorithm, vladimir
• Which 'vector norm' ?, P L U M !
  • Re: Which 'vector norm' ?, Peter Spellucci
  • Re: Which 'vector norm' ?, Julian V. Noble
    • Re: Which 'vector norm' ?, Roy Stogner
      • Re: Which 'vector norm' ?, P L U M !
  • Re: Which 'vector norm' ?, Zdislav V. Kovarik
• FEM, BEM or FDM method in general curvilinear coordinate systems, andrzej
  • Re: FEM, BEM or FDM method in general curvilinear coordinate systems, Alan Ball
• Transformation of symmetric sets, mssaad
  • Re: Transformation of symmetric sets, Peter Spellucci
    • Re: Transformation of symmetric sets, mssaad
• Re: exponentiate a matrix, Harmonic Software
  • Re: exponentiate a matrix, bv
• PhD position available at University College Cork, Ireland, Oscar De Feo
• If f(x)=x^2 were bounded, does that imply uniform continuity?, phravincegrl
  • Re: If f(x)=x^2 were bounded, does that imply uniform continuity?, Peter L. Montgomery
• [FEM] Parametric center of pyramid, mathieu
  • Re: [FEM] Parametric center of pyramid, Pierre Asselin
    • Re: Parametric center of pyramid, mathieu
      • Re: Parametric center of pyramid, carlos
      • Re: Parametric center of pyramid, Pierre Asselin
      • Re: Parametric center of pyramid, mathieu
  • Re: Parametric center of pyramid, carlos
    • Re: Parametric center of pyramid, mathieu
      • Re: Parametric center of pyramid, carlos
      • Re: Parametric center of pyramid, mathieu
      • Re: Parametric center of pyramid, carlos
• calculate the weigths..., wolky
  • Re: calculate the weigths..., Dave Dodson
• hi...., wolky
  • Re: hi...., Alex. Lupas
• hi.., wolky
  • <Possible follow-ups>
  • hi.., wolky
• hi..., wolky
  • Re: hi..., Zdislav V. Kovarik
• 2D interpolation and differentiation problem, Paul Hilton
  • Re: 2D interpolation and differentiation problem, Peter Spellucci
    • Re: 2D interpolation and differentiation problem, Paul Hilton
• Re: SNOBFit and NEWUOA, Peter Spellucci
  • Re: SNOBFit and NEWUOA, John Herman
• EM Example Implementation, Adam Teasdale Hartshorne
• [FEM] How to test elements, mathieu
  • Re: [FEM] How to test elements, Roy Stogner
• Re: finding average deviation, rikulpatel
  • <Possible follow-ups>
  • Re: finding average deviation, Peter Spellucci
    • Re: finding average deviation, raam
• Number theory, Danilo
  • Re: Number theory, N. Shamsundar
    • Re: Number theory, Zdislav V. Kovarik
    • Re: Number theory, Dave Dodson
      • Re: Number theory, N. Shamsundar
  • Re: Number theory, Bill Hare
  • Re: Number theory, alvaro . begue
  • Re: Number theory, Danilo
• Sparse Ax=b solvers (in-core and out-of-core), Jeff Layton
  • Re: Sparse Ax=b solvers (in-core and out-of-core), Jeff Layton
    • Re: Sparse Ax=b solvers (in-core and out-of-core), Gordon
  • Re: Sparse Ax=b solvers (in-core and out-of-core), Evgenii Rudnyi
    • Re: Sparse Ax=b solvers (in-core and out-of-core), Damien
• New mathematics/physical sciences positions at http://jobs.phds.org, May 01, 2006, PhDs . org Webmaster
• Dream ƒrequency Prime Number Calculator v4.7.5, Dream ƒrequency
• Dream ƒrequency Primality Tester v5.4.5, Dream ƒrequency
• Dream ƒrequency Factor Calculator v5.7.5, Dream ƒrequency
• Volume of a convex region... efficient way for computing?, hmobahi
  • Re: Volume of a convex region... efficient way for computing?, Peter Spellucci
• Any body know the proof of the separable hahn banach theorem ..., ziko

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sci.tech-archive.net  > Archive  > sci.math.num-analysis  > 2006-05