Titlebook: An Introduction to Heavy-Tailed and Subexponential Distributions; Sergey Foss,Dmitry Korshunov,Stan Zachary Textbook 2013Latest edition Sp

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Springer Series in Operations Research and Financial Engineeringhttp://image.papertrans.cn/a/image/155278.jpg

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过份艳丽

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Ueber die Bedeutung der Sonnenflecken,n . or counting measure on .. Next we study the asymptotic behaviour of the probabilities to belong to an interval of a fixed length. We give the analogues of the basic properties of the tail probabilities including two analogues of Kesten’s estimate, and provide sufficient conditions for probabilit

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Die Theorie der PfahlgründungenIn this chapter we are interested in . of distributions, i.e. in properties of a distribution which, for any ., depend only on the restriction of the distribution to (., .). More generally it is helpful to consider tail properties of functions.

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Palter

Heavy-Tailed and Long-Tailed Distributions,In this chapter we are interested in . of distributions, i.e. in properties of a distribution which, for any ., depend only on the restriction of the distribution to (., .). More generally it is helpful to consider tail properties of functions.

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Maximum of Random Walk,In this chapter, we study a random walk whose increments have a (right) heavy-tailed distribution with a negative mean. We also consider applications to queueing and risk processes.

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