Matrix calculation

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AF86 V1 Article

Matrix calculation

Authors : Gérard DEBEAUMARCHÉ, Danièle LINO

Publication date: October 10, 1998, Review date: November 19, 2019 | Lire en français

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AUTHORS

  • Gérard DEBEAUMARCHÉ : Former student at the École normale supérieure de Cachan - Special mathematics teacher at Lycée Clemenceau, Reims

  • Danièle LINO : École normale supérieure de Sèvres alumnus - Special mathematics teacher at Lycée Clemenceau, Reims

 INTRODUCTION

A large number of mathematical and applied problems involve studying (and solving) systems of linear equations. The system (S) : {a11x1++a1pxpan1x1++anpxp=b1=bn

(where the unknowns are the numbers x1,,xp and where the numbers a ij and b i are given in K ) is also noted, in matrix form : (a11a1pan1anp)(x1xp)=(b1bn)

or more compactly:

AX = B

...

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