Informační systém Vysoké školy polytechnické Jihlava
IS VŠPJ
Odborná anglická konverzace - Matematika pro ekonomy
Studijní plán:
| Předmět | Odborná anglická konverzace - Matematika pro ekonomy (MEKa) |
|---|---|
| Garantuje | Katedra matematiky (KM) |
| Garant | |
| Jazyk | česky |
| Počet kreditů | 2 |
| Prezenční studium | |
|---|---|
| Cvičení | 2 h |
| Kombinované studium | |
| Dotace | Předmět je v kombinované formě studia vyučován formou konzultací. |
| Studijní plán | Typ | Sem. | Kred. | Ukon. |
|---|---|---|---|---|
| V | 2 kr. | ZA |
Sylabus
- Arithmetical vectors, operations, linear combination, linear dependence
- Matrices, inversion of matrices, matrix equations, elementary row operations
- Systems of linear equations, the solutions set
- Gauss’ and Jordan method of solving a system of linear equations, general, particular, homogeneous solution
- Determinants, properties, elementary row operations
- Introduction to linear programming, basic group of applications
- Formulation of linear programming problems
- Graphical solution of linear programming problems, interpretation
- Simplex method
- Special cases of simplex method
- The dual problem
- The dual simplex method
- The transportation problem, initial feasible solution, develop optimal solution
- The transportation problem, alternate optimal solution, degeneracy, other problems
Doporučená literatura
- Benešová, Martina: Applied Mathematics in Management. VŠP Jihlava 2008
- Rodin, R.: Optimization in Operational Research. Prentice Hall, New Jersey 2000
Anotace
Annotation:
The aim of this course is to familiarize students with linear programming, which is one of the methods of operational research. It has a bigger and bigger share in solving the decisive processes, such as marketing, corporate management, logistics and financial management. The introductory part of this course focuses on algebraic methods to be used in linear programming. The other, core part formulates the significant problems of linear programming and ways of solving them.
The aim of this course is to familiarize students with linear programming, which is one of the methods of operational research. It has a bigger and bigger share in solving the decisive processes, such as marketing, corporate management, logistics and financial management. The introductory part of this course focuses on algebraic methods to be used in linear programming. The other, core part formulates the significant problems of linear programming and ways of solving them.
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