Quantitative Analysis in Management

Facts  
Duration: 1 semester
Period: Fall Semester
Credits: 3 ECTS
Contact Hours: 48
Self-study: 60
Hours: 108

Main Objectives

Develop theoretical knowledge, modeling know-how, and computer skills to be able to select optimal solutions to real life management problems. 

Learning Outcomes

Student should be able to:
• Understand and explain why model-based decision support systems are needed and can be utilized in managerial decision processes.
• Explain how and why modeling is used in the support system environment.
• Select appropriate model. Identify and differentiate different model components.

Professor

Peter F. Tarassenko, Cand. Sci., Assoc. Professor

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Course annotation

Course unit code

Specialization 080500.68Management

Course unit title

Quantitative Analysis in Management

Name(s), surname(s) and title of lecturer(s)

Peter F. Tarassenko,
Cand. Sci., Assoc. Professor

Level of course

Master

Semester

3

ECTS credits

3

Working hours

Contact hours

48

lectures

12

seminars

practical classes

laboratory classes

36

consultations

Self-study

60

Total

108

Work placement

Analysis of the real life management problems

Prerequisites

Introductory courses of Math and/or Linear Geometry, Probability.
Basic knowledge of Operations Management, Finance.

It is also required a good background with Excel Spreadsheet.

Language of instruction

English

Objectives of the course

Learning outcomes

A student’s assessments methods

Develop theoretical knowledge, modeling know-how, and computer skills to be able to select optimal solutions to real life management problems.

Student should be able to:

• Understand and explain why model-based decision support systems are needed and can be utilized in managerial decision processes.

• Explain how and why modeling is used in the support system environment.

• Select appropriate model. Identify and differentiate different model components.

Solved common tasks.

Solved individual tasks.

Completed short tests.

Final written exam.

Teaching methods

Lectures, self-study, computer lab assignments, home assignments.

List of Topics

Topic title

Contact hours

Assignments and independent study hours

Introduction. Effective use of spreadsheets

2

4

Linear programming

14

16

Integer linear programming and sensitivity analysis

8

10

Multi-criteria decisions

8

10

Decision trees

8

10

Network models

8

10

Total

48

60

Assessment requirements

  • Knowledge of definitions for the main concepts and terms.
  • Ability to explain main problem statements.
  • Correct identification of the model components.
  • Explanation of the relations between model components.
  • Ability to transform the problem statement to the computer-based model.
  • Ability to find new solutions after modification of the initial data or the model.

Assessment criteria

Student’s skills will be evaluated by:

  • Short testing scores.
  • Analysis, discussion, and modification of solved problems.
  • Final exam score.

The composition of final accumulative mark

20% Class participation and activity.

40% Solved problems: common and individual, class and home work.

40% Final exam: 3 questions on theory – definitions; 1 problem to solve at paper; 1 problem to solve using Excel.

Author of the course

Peter F. Tarassenko