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Reliability Investigation of LED Devices for Public Light Applications

Durability, Robustness and Reliability of Photonic Devices Set

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Aerospace Actuators 2

Signal-by-Wire and Power-by-Wire

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Flash Memory Integration

Performance and Energy Considerations

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Mechanics of Aeronautical Solids, Materials and Structures

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Engineering Investment Process

Making Value Creation Repeatable

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Space Strategy

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Distributed Systems

Concurrency and Consistency

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Fatigue of Textile and Short Fiber Reinforced Composites

Durability and Ageing of Organic Composite Materials Set Volume 1

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Management of the Effects of Coastal Storms

Policy, Scientific and Historical Perspectives

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Computational Color Science

Variational Retinex-like Methods

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Fat-tailed Distributions

Data, Diagnostics and Dependence

Roger M. Cooke, Resources for the Future, Washington, USA Daan Nieboer, Erasmus Medical Centre University Medical Centre Rotterdam, the Netherlands Jolanta Misiewicz, Warsaw University of Technology, Poland

ISBN: 9781848217928

Publication Date: November 2014   Hardback   138 pp.

75.00 USD

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This book has been written for numerate non-specialists and serves three purposes.
Firstly, it gathers together mathematical material from diverse but related fields of order statistics, records, extreme value theory, majorization, regular variation and subexponentiality. Secondly, it presents a new measure of obesity. Thirdly, and most importantly, the authors hope to convince readers that fat-tail phenomena pose real problems; they are really out there and they seriously challenge our usual ways of thinking about historical averages, outliers, trends, regression coefficients and confidence bounds among many other things. Data on flood insurance claims, crop loss claims, hospital discharge bills, precipitation, and damages and fatalities from natural catastrophes drive this point home.
While most fat-tailed distributions are "bad", research into fat tails is one distribution whose tail will hopefully get fatter.


1. Fatness of Tail.
2. Order Statistics.
3. Records.
4. Regularly Varying and Subexponential Distributions.
5. Indices and Diagnostics of Tail Heaviness.
6. Dependence.

About the Authors

Roger M. Cooke works at Resources for the Future in Washington, USA and the University of Strathclyde, Dept. of Management Science in the UK. He is retired from the Delft University of Technology, Department of Mathematics, the Netherlands. His research interests include uncertainty analysis, risk analysis, dependence modeling, climate change and expert judgment.
Daan Nieboer works at the Dept. of Public Health, Erasmus Medical Centre University Medical Centre Rotterdam, the Netherlands. His research interests include the development, validation and updating of clinical prediction models.
Jolanta Misiewicz works at the Dept. of Mathematics and Information Science, Warsaw University of Technology, Poland. Her research interests include random vectors and stochastic processes with stable, sub-stable, weakly stable and pseudo-isotropic (thus mostly heavy tail) distributions and connections with the geometry of Banach spaces.


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