Gérard Meurant





  • Kurt Hensel, On power of matrices (1826). [download]

  • Carl Gustav Jacob Jacobi, A new way of resolving the linear equations that occur in the least squares method (1845). [download]

  • Ludwig Seidel, About a procedure to solve the equations to which the method of least squares leads, as well as linear equations in general, by successive approximation (1874). [download]

  • Jorgen Pedersen Gram, About the development of real functions in series using the least squares method (1883). [download]

  • Pavel A. Nekrasov, Determination of the unknowns by the method of least squares with a very large number of unknowns (1884-1885). [download]

  • Paolo Pizzetti, On the compensation of observations according to the method of least squares, Notes I and II (1887). [download]

  • Rudolf Mehmke, On Seidel's method to solve linear equations with a very large number of unknowns by successive approximation. (1892). [download]

  • Pavel A. Nekrasov and Rudolf Mehmke, The solution of a linear system of equations by means of successive approximations (1892). [download]

  • Issai Schur, About the characteristic roots of a linear substitution with an application to the theory of integral equations (1909). [download]

  • Otto Szasz, On a generalization of Hadamard's theorem on determinants (1917). [download]

  • Heinrich Liebmann, The approximate determination of harmonic functions and conformal mappings (1918). [download]

  • Otto Toeplitz, On the algebraic analog of a theorem by Fejér (1918). [download]

  • Felix Hausdorff, The field of values of a bilinear form (1919). [download]

  • Richard von Mises and Hilda Pollaczek-Geiringer, Practical procedures for equation solving (1929). [download]

  • Helmut Wittmeyer, On the solution of systems of linear equations by iteration (1936). [download]

  • Karl Hessenberg, Numerical Methods: Treatment of linear eigenvalue problems with the help of the Hamilton-Cayley equation. (1940). [download]