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1990
Abstract The object of this section is to explain the relation between the mappings 0 (17.9) and αa,a′,λ∗of (4.21).
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Abstract The object of this section is to explain the relation between the mappings 0 (17.9) and αa,a′,λ∗of (4.21).
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1996
Starting with the primal problem, let us $$ \begin{gathered} maxf(X) = C'X\quad s.t. \hfill \\ AX \leqq b, X \geqq 0, X\varepsilon {{R}^{n}}, \hfill \\ \end{gathered} $$ where A is of order (mxn) with rows α1,..., αm and b is an (m x 1) vector with components b1,…,b m . Alternatively, if $$\bar A = \left[ {\begin{array}{*{20}{c}}A\\\ldots \\{
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Starting with the primal problem, let us $$ \begin{gathered} maxf(X) = C'X\quad s.t. \hfill \\ AX \leqq b, X \geqq 0, X\varepsilon {{R}^{n}}, \hfill \\ \end{gathered} $$ where A is of order (mxn) with rows α1,..., αm and b is an (m x 1) vector with components b1,…,b m . Alternatively, if $$\bar A = \left[ {\begin{array}{*{20}{c}}A\\\ldots \\{
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