Sumários
Lecture 34
17 Maio 2022, 09:30 • Rita Sousa
THEORY
- Introduction to geometric linear programming:
- Definition of linear programing problem (LPP);
- Definition of objective function, linear constraint and feasible region;
- Geometric characterization of the feasible region and its boundary: closed bounded and closed unbounded cases;
- Characterization of the set of global maxima and global minima of an objective function associated to a LPP as vertices, line segments and/or half-lines contained in the boundary of the feasible region.
PRACTICE
The following exercises from CUP - Week 11 were discussed:
- Ex. 6
BIBLIOGRAPHY
- Section 10.2 of
"Howard Anton, Chris Rorres, Linear Algebra Applications Version, 10th Edition,
2012, Bookman. ISBN: 978854070169".
- Section 17.1 of " Knut Sydsaeter, Peter Hammond, Arne Strom & Andrés Carvajal, Essential Mathematics for Economic Analysis, 5th edition, 2016, Pearson".
Aula 33
16 Maio 2022, 16:00 • Rita Sousa
Exercícios sobre extremos condicionados e multiplicadores de Lagrange.
Aula 33
16 Maio 2022, 14:30 • Rita Sousa
Exercícios sobre extremos condicionados e multiplicadores de Lagrange.