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Forecasting
MSc Operational Research Class
Credit Value: 3
Tutors: Lesley
Walls
Class description/introduction
This class introduces students to the place of forecasting and the types of forecasting technique (short, medium and long term). It describes a variety of simple projective forecasting methods and discusses their characteristics, areas of applicability and use. These are to a certain extent ad hoc, so the section will then move onto more formal time-series decomposition and analysis using the Box-Jenkins approach; this includes some of the mathematical foundations of Box-Jenkins.
Class Aims
To give the class a general understanding of forecasting generally, and a toolbox of commonly-used projective forecasting techniques.
Learning outcomes
Subject specific knowledge and skills
- describe the main categories of forecasting technique, their data requirements and applicability; and describe some judgemental and associative forecasting methods
- set up short term forecasting systems, and use available data to construct and assess different models;
- explain how forecasting errors are calculated, and tracking signals calculated and used;
- decompose series using Box Jenkins analysis and draw conclusions from this.
Cognitive abilities and non-subject specific skills
- Increase ability to see patterns in numerical data.
Content/Structure of class/Lecture Programme
Introduction to forecasting. Simple projective Methods (including simple adaptive smoothing). Box-Jenkins
Reading List
The following may be of use but are not required:
- Forecasting: Methods and Applications (Third Edition)
Makridakis, S., Wheelwright, S., and Hyndman, R.,Wiley, 1998
Book available from Amazon (UK).
Assessment
One assignment on whole course.
Learning
Outcomes
- main
categories of forecasting technique
- different
kinds of forecasting problem
- set
up short term forecasting systems
- explain
how forecasting errors / tracking signals calculated;
- decompose
series using Box Jenkins analysis and draw conclusions
- Increase
ability to see patterns in numerical data.
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