The Failure of Risk Management. Douglas W. Hubbard

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is mostly (74 percent) a qualitative ranking or scoring method, perhaps using a form of the qualitative risk matrix. This is about the same for companies under that revenue threshold (78 percent). Only 16 percent of firms with revenue over $10 billion (and 20 percent of firms of all sizes) say they use quantitative methods—that is, they use explicit probabilities derived from mathematical and empirical methods using tools such as simulations and tools familiar to actuaries, statisticians, or quantitative risk analysts. Of those who use quantitative methods, the most common is Monte Carlo simulations (85 percent) followed by statistical analysis of historical data (77 percent). Less common are methods such as Bayesian statistics (56 percent) or utility theory (17 percent).

       There are obstacles to the adoption of quantitative methods, but adoption is feasible: In the 2007 Protiviti survey, 57 percent said they quantify risks “to the fullest extent possible,” up from 41 percent in 2006. Because, as we noted, only 20 percent of all firms use some form of actual probabilistic methods, it would seem that most respondents in the Protiviti survey would not consider these methods possible. In fact, our survey found that 42 percent said an obstacle to the adoption of quantitative methods was “skepticism about the practicality and effectiveness.” Yet our survey showed that those who use quantitative methods such as simulations and statistical methods come from a variety of industries and company sizes. Even though quantitative methods are common in some industries (finance, insurance, etc.), the users outside of those industries are arguably as diverse as the users of qualitative methods. Apparently, there will be active users of these methods in the same industries and contexts where there are also skeptics.

      Each of the categories in exhibit 2.2 contains many specific variations. So, let's dive into each of them in more detail.

Method Percentage of Respondents Using
Risk matrix based on a standard (ISO, NIST, etc.) 14
Internally developed risk matrix 27
Other qualitative scoring or ranking method 32
Probabilistic methods (e.g., math based including, simulations, statistical empirical methods, etc.) 20
Everything else (including expert intuition and various auditing methods) 7

      Expert Intuition, Checklists, and Audits

      The Risk Matrix

      The most common risk assessment method is some form of a risk matrix. A total of 41 percent of respondents in the HDR/KPMG survey say they use a risk matrix—14 percent use a risk matrix based on one of the major standards (e.g., NIST, ISO, COSO, etc.) and 27 percent use an internally developed risk matrix. Internally developed risk matrices are most common in firms with revenue over $10 billion, where 39 percent say that is the method they use.

Illustration of a risk matrix having two dimensions, labeled as likelihood on one axis and an impact on the other, evaluated on a scale with verbal labels.

      There are many variations of risk matrices in many fields. They may differ in the verbal labels used, the point scale, whether the point scales are themselves defined quantitatively, and so on. Chapter 8 will have a lot more on this.

      Other Qualitative Methods

      The next most common risk assessment method is a qualitative approach other than the risk matrix. These include simply categorizing risks as high, medium, or low without even the step of first assessing likelihood and impact, as with the risk matrix. These also include more elaborate weighted scoring schemes in which the user scores several risk indicators in a situation, multiplies each by a weight, then adds them up. For example, in a safety risk assessment, users might score a particular task based on whether it involves dangerous substances, high temperatures, heavy weights, restricted movement, and so on. Each of these situations would be scored on some scale (e.g., 1 to 5) and multiplied by their weights. The result is a weighted risk score, which is further divided into

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