Gaussian elimination

Noun

 * 1)  A method of reducing an augmented matrix to row echelon form.
 * 2) * 1976, Thomas E. Rosmond, Frank D. Faulkner, Direct Solution of Elliptic Equations by Block Cyclic Reduction and Factorization, , Volume 104, Issues 1-6,, page 644,
 * We then repeat the Gaussian elimination procedure for the $$(\boldsymbol E-\alpha_2^{(2)})$$ factor in (35), obtaining another intermediate solution vector. It is immediately apparent in this example that four Gaussian eliminations are necessary to obtain $$\psi_{i,4}$$.

Translations

 * French:, méthode du pivot de Gauss
 * German: gaußsche Eliminationsverfahren, Gauß-Verfahren
 * Italian: metodo di eliminazione di Gauss, MEG
 * Russian: ме́тод Га́усса
 * Swedish: Gausselimination