3. Feasible basic solutions and their geometric properties

3.1 Feasible basic solutions

We now consider (unless otherwise stated) a linear program always in standard form, i.e. with constraints of the form Ax = b, $x \geq 0$ . For a reminder of linear algebra, please refer to

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Feasible basic solutions and their geometric properties

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Bibliography

(1) - BILLIONNET (A.) - Optimisation discrète – De la modélisation à la résolution par des logiciels de programmation mathématique. - Dunod (2007).
(2) - BREZINSKI (C.) - Initiation à la programmation linéaire et à l'algorithme du simplexe. -...