Statistical Analysis of Extreme Values with Applications to Insurance, Finance, Hydrology and Other Fields
By Jürg Hüsler, Deyuan Li. 2007
362 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/5b6a8cacc844d75b9fb397a18739521d947a755e
How researchers see this paper
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- Frederico Caeiro
- M. Ivette Gomes
- Eric Gilleland
- Laurens de Haan
- R. Katz
- Lígia Henriques Rodrigues
- Yogesh Virkar
- M. Charras-Garrido
Citations in the corpus
- Tail Index Regression (2009, unknown): “To facilitate the use of extreme value statistics, several books have been published recently; see, for example, Beirlant et al. (2004), Castillo, Hadi, and Sarabia (2005), Reiss and Thomas (2007), and Resnick (2007).”
- STATISTICS OF EXTREMES: MODELING ECOLOGICAL DISTURBANCES (2005, background): “We provide only a relatively short overview of the essential features of the statistical theory of extreme values (for more details, see Leadbetter et al. 1983, Coles 2001, Reiss and Thomas 2001).”
- Threshold Selection in Extreme Value Analysis (2016, background): “For recent overviews on RB estimation of parameters of extreme events, see Reiss and Thomas ([46]), Beirlant, Caeiro and Gomes ([2]) and Gomes and Guillou ([26]).”
- Power-law distributions in binned empirical data (2012, methodology): “To illustrate the accuracy of this method, we compare its performance with the one proposed by Reiss and Thomas (2007).”
- Nonparametric Inference of Value-at-Risk for Dependent Financial Returns (2005, background): “The α-mixing coefficient introduced by Rosenblatt (1956) is α(k) = sup A∈F i 1 ,B∈F i+k |P (AB) − P (A)P (B)|.”
- Extreme Value Theory and Value at Risk : Application to Oil Market (2009, methodology): “Readers interested in a more detailed background may consult various texts on EVT such as Embrechts et al. (1997) and Reiss and Thomas (1997).”
- Stationary and nonstationary generalized extreme value modelling of extreme precipitation over a mountainous area under climate change (2014, background): “The generalized extreme value (GEV) distribution is widely employed for modelling extremes in the environmental sciences and many other fields (see, for example, Reiss and Thomas, 2007, and references therein).”
- Extreme Value Analysis: an Introduction (2013, background): “In consequence, Reiss and Thomas (2007) recommend to use the PP-plot principally to justify an hypothesis visually.”
- ExtRemes 2.0: An extreme value analysis package in R (2016, background): “Top is the function based onˆρ (Eq (2.65) Reiss and Thomas 2007), and the bottom is based onˆ¯ ρ (Reiss and Thomas 2007, Eq (13.28)). is to look at the auto-tail dependence function plot (Reiss and Thomas 2007, Eq (2.65) and (13.28)).”
- Tail index estimation for heavy‐tailed models: accommodation of bias in weighted log‐excesses (2007, background): “For a more extensive overview on the subject see Reiss and Thomas (2007), chapter 6.”
- An Application of Extreme Value Theory for Measuring Financial Risk (2006, background): “Inmany fields of modern science, engineering and insurance, extreme value theory is well established (see e.g. Embrechts et al. (1999), Reiss and Thomas (1997)).”