Czech

Not applicable.

After successfully completing the course, students will be able to solve all sorts of managerial problems with a support of selected quantitative methods.

For the study of the subject are required basic knowledge of management (management functions, managerial roles) and mathematics (linear algebra, graph theory, probability).

Not applicable.

The course is taught through lectures explaining the basic principles and theory of the discipline, including illustrative examples. Seminars are focused on practical topics presented in lectures, including mastering numerous tasks.

The following conditions have to be met by a student to be given the credit:
1. Successful completion of the semester project within the specified deadline.
2. Successful completion of credit test.
A maximum of 100 points may be obtained with a maximum of 50 points for credit test, 25 points for the semester project and 25 points for an eventual correction test. A minimum of 50 points need to be achieved for the credit.
Examination Requirements:
1. Successful completion of the exam test.
The exam is carried out in writing. For its successful completion it is necessary to reach min. 50% out of a possible score of the exam.
Overall evaluation of the course is based on the results obtained by exam with possible reference to the results obtained during the semester.

1. Introduction (systems theory, cybernetics, operational analysis, system analysis, system engineering). Managerial decision theory (the theory of decision-making process, decision-making problem).
2. Mathematical modeling (model, model classification, survey models, mathematical programming model).
3. Linear Programming (formulation technique of linear programming, types of linear programming problems, the general model of linear programming).
4. Formulation of a mathematical model of linear programming (job production planning, transportation problem, assigning the problem).
5. Formulation of a mathematical model of linear programming (mixing problem, nutritional problems, the task of cutting materials, scheduling commercials, portfolio optimization).
6. Solving linear programming problems (graphical, algebraic, using MS Excel).
7. Methods of network analysis (introduction to the topic of project management, the construction of a network graph).
8. Time analysis of AOA deterministic network graphs.
9.Time analysis of AOA stochastic network graphs.
10. Time analysis AON network graphs. The construction of the project schedule.
11. Source project analysis. Dependence times and project costs.
12. Time analysis generalized network graph.
13. Software support of project management.

Not applicable.

The aim of the course is to acquaint students with selected quantitative methods of managerial decision-making and their practical application.

A student’s own work on the tasks assigned is checked.

Not applicable.

Not applicable.

DOSKOČIL, R. Kvantitativní metody. 2.vyd. Brno: Akademické nakladatelství CERM, 2019, 260 s. ISBN 978-80-214-5716-4. (CS)

ANDERSON, D.R. et al. Quantitative Methods for Business. 13th ed. Boston: Cengage Learning, 2016, 914 p. ISBN-13: 978-1-285-86631-4. (EN)
GRASSEOVÁ, M. Efektivní rozhodování: analyzování - rozhodování - implementace a hodnocení. Brno: Edika, 2013, 392 s. ISBN 978-80-266-0179-1. (CS)
GROS, I. Kvantitativní metody v manažerském rozhodování. 1. vyd. Praha: Grada Publishing a.s., 2003, 432 s. ISBN 80-247-0421-8. (CS)
JABLONSKÝ, J. Operační výzkum: kvantitativní modely pro ekonomické rozhodování. 3. vyd. Praha: Professional Publishing, 2007, 323 s. ISBN 978-80-86946-44-3. (CS)
MATEO, J.R.S.C. Management Science, Operations Research and Project Management: Modelling, Evaluation, Scheduling, Monitoring. Farnham: Taylor & Francis Group, 2015, 227 p. ISBN 9781472426437. (EN)
PLEVNÝ, M.; ŽIŽKA, M. Modelování a optimalizace v manažerském rozhodování. 2.vyd. Plzeň: Západočeská univerzita v Plzni, 2010, 296 s. ISBN 978-80-7043-933-3. (CS)