Gal, Tomas; Nedoma, Josef - In: Management Science 18 (1972) 7, pp. 406-422
The multiparametric linear programming (MLP) problem for the right-hand sides (RHS) is to maximize z = c<sup>T</sup>x subject to Ax = b(\lambda), x \geqq 0, where b(\lambda) be expressed in the form <disp-formula><tex-math><![CDATA[$$ b(\lambda) = b^\ast + F \lambda, $$]]></tex-math></disp-formula> where F is a matrix of constant coefficients, and \lambda is a vector-parameter. The multiparametric linear...
