Summary
1 Introduction
1.1 Theoretical Model of Risk Management Circle
Within this theoretical model and risk management circle,
risks can be seen as controllable and assessable. According to the author, Dr.
Tilo Nemuth, “risk identification at an early stage and an integrated in-house
risk management is therefore an indispensable requirement for a monetarily
positive result of a project.” The author uses the following risk management
circle as depicted in figure 1, for an overall guideline of a risk management system.
“Risk” is also defined in this article as “Risk = probability of risk occuring x impact
of risk occurring.”
Figure 1: Stempowski’s Risk Management Circle. |
1.2 Objectives for Risk Management of Project Cost
a. Project risks must be identified early on in the tender and acquisition
phase.
b. Monetary analysis of risk impacts must be conducted.
c. Display of the impact of failures.
d. Improved risk awareness.
e. Filtering of high risk projects and implementation of
knock-out-criteria for projects in the early stages of growth.
2 Implementation of Risk Assessment in Estimation Procedure
and Tender Process
2.1 Two-stage system and comprehension of Monte Carlo
Simulation
In this section, Dr. Nemuth claimed that project risks can
be placed into categories for more of a organized process of evaluation. This section
also introduces the implementation of a two-stage system meant for the “aggregation
of project risks.” The first stage is an analysis of all risks and the second
stage is a detailed evaluation of the critical risks found from that first analysis.
Emphasis is then placed on a Monte Carlo Simulation due to its superiority when
compared to other risk analysis methods and techniques.
With reference to the risk management circle presented earlier,
the two-stage process is further explained by the following example illustrated
in this article.
Stage 1 = Phase 1 + 2 (identify and analyze the project
risks)
Stage 2 = Phase 3 (evaluate the risks with MCS) and
preparation for Phase 4 (monitoring)
The results of a Monte Carlo Simulation can be seen as a
probability distribution. Below in figure 2 is a probability density, while figure
3 is an example of the results displayed in a cumulative ascending chart.
Figure 2: Probability Density for Monte Carlo
Simulation.
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Figure 3: An example of the cumulative ascending chart.
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3 Conclusion
The purpose of this article was to illustrate that risks for
projects are capable of being analyzed and evaluated. This simulation provides
decision makers with a better scope of understanding regarding the risks that
are present but also the results as well, whether positive or negative. The
Monte Carlo Simulation allows for a more concentrated focus on the critical
risks at play. Filtering high risks at an early stage can assist the decision
maker with avoiding failure later on.
Source:
Nemuth, T. (2008).
Practical Use of Monte Carlo Simulation for Risk Management within the
International Construction Industry. International Probabilistic Workshop,
1-12.
Charles,
ReplyDeleteWhat do the numbers on the x axis mean in the first figure (ie. 0,02 / 0,04)? I understand the probability distribution in that 90% of the iteration results landed between 0,0496 and 0,0826 but I don't know what those numbers signify. Thanks
Eric,
ReplyDeleteThank you for your comment. When looking at this specific figure, the X and Y axis represent Risk and Profit.
Appreciatte you blogging this
ReplyDelete