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Sensitive analysis in matrix of structural coefficients in optimal solution
 Zýková, Petra ; Sekničková, Jana (advisor) ; Skočdopolová, Veronika (referee)
This thesis deals with sensitive analysis in optimal solution in a linear program. In the theoretical part of this thesis are derived expressions for intervals of stability for the right site of constraints, price coefficients basis variable and non-basis variable, structural coefficient non-basis variable and basis variable. In the practical part of this thesis are derivate expressions used in example. There is shown, how changes in the interval of stability of structural coefficient influence optimal solution.
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