By Matthew Leitch

ISBN-10: 0470669136

ISBN-13: 9780470669136

This uniquely available, step forward booklet shall we auditors take hold of the pondering in the back of the mathematical method of threat without doing the maths.

Risk regulate professional and previous gigantic four auditor, Matthew Leitch, takes the reader lightly yet fast throughout the key options, explaining errors businesses frequently make and the way auditors can locate them.

Spend a couple of minutes each day interpreting this comfortably pocket sized ebook and you may quickly rework your realizing of this hugely topical zone and be prominent for attention-grabbing reports with threat at their heart.

"I was once relatively fascinated about this publication - and i'm now not a mathematician. With my simple realizing of industrial facts and enterprise probability administration i used to be capable of stick to the arguments simply and decide up the jargon of a self-discipline resembling my very own yet now not my own."
Dr Sarah Blackburn, President on the Institute of inner Auditors - united kingdom and Ireland

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Extra info for A pocket guide to risk mathematics : key concepts every auditor should know

Example text

However, a mixed type can easily be built from a combination of discrete and continuous random variables. For example, to express the lifespan of a light bulb you can use a discrete random variable to say if it fails immediately or not, and then a continuous random variable to show the probability distribution of its lifespan assuming it at least gets started. Be alert for this mistake when reviewing risk management procedures, templates, and models. 0 There is one type of probability distribution function that can capture, and graph, the nuances of random variables of any type.

0 2000 4000 6000 x Figure 3 Cumulative probability distribution function for cost of fire damage, x 8000 10000 A Pocket Guide to Risk Mathematics 34 AUDIT POINT: IGNORING IMPA P CT SPREAD The usual treatment of items on a risk register is to ask people for the probability of ‘it’ happening and the impact if ‘it’ does. But what if the impact could be anything over a wide range? For example, how do you estimate a single impact level for a risk item like ‘Loss of market share’? Surely it depends on how much market share is lost, among other things.

47 A Pocket Guide to Risk Mathematics Again, the importance of probability density functions perhaps goes back to the days when probabilityy theory was focused on outcomes. They are an attempt to give a number for each possible outcome, which is sort of like probabilityy even though it isn’t probability. If you have the probability density function then you can calculate the probability of any event. 0012 One quality of probabilities that tends to contribute to high resolution is sharpness. Sharpness is simply use of probabilities that are near to zero or one, and it does not imply that those probabilities are also well calibrated.

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