Advances in Applied Probability: Volume 20 - Issue 1

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Advances in Applied Probability
ISSN: 0001-8678

EISSN: 1475-6064

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Volume 20 - Issue 1 - March 1988

Contents

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Extremes of Random Processes in Applied Probability: A Workshop Sponsored by the U.S. National Science Foundation at the Statistics and Applied Probability Program, University of California, Santa Barbara, 22–26 June 1987
J. Gani
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01 July 2016, pp. 1-2
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Invited Papers

A survey of recent results on extremes of various kinds of stochastic processes
S. M. Berman
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01 July 2016, pp. 2-3
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1. Failure models via extreme value theory
J. Galambos
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01 July 2016, p. 3
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2. Inequalities in extreme value theory
J. Galambos
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01 July 2016, p. 4
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1. Extreme values and asymptotic inference in non-regular cases
C. C. Heyde
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01 July 2016, p. 4
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2. A miscellanea of asymptotic results concerning maxima for stochastic processes
C. C. Heyde
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01 July 2016, p. 4
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1. Extreme value theory, ancient and modem: a line of development
M. R. Leadbetter
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01 July 2016, p. 4
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2. High level excursions by continuous-time processes
M. R. Leadbetter
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01 July 2016, pp. 4-5
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Quantile-based unified theory of extreme values and order statistics
E. Parzen
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01 July 2016, p. 5
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1. Weak and almost sure convergence of convex hulls of multivariate samples
S. I. Resnick
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01 July 2016, p. 5
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2. Moving averages: convolutions of distributions which are both subexponential and in a domain of attraction of an extreme value law
S. I. Resnick
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01 July 2016, p. 5
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1. The size etfect: static strength models
H. Taylor
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01 July 2016, pp. 5-6
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2. The size effect: time-to-fallure models
H. Taylor
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01 July 2016, p. 6
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1. Extremal processes: basic statistical decision results
J. Tiago De Oliveira
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01 July 2016, pp. 6-7
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2. Stochastic processes of extremes: definitions and statistics
J. Tiago De Oliveira
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01 July 2016, p. 7
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1. Large deviations of tail estimators based on the pareto approximation
I. Weissman
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01 July 2016, pp. 7-8
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2. A survey of results on extremes of independent non-identically distributed random variables
I. Weissman
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01 July 2016, p. 8
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Contributed Papers

On a open problem of D. Mejzler
A. A. Balkema
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01 July 2016, pp. 8-9
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Extreme value theory for processes with periodic variances
R. Ballerini, W. P. Mccormick
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01 July 2016, p. 9
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Second-order asymptotics for (some) extremes
J. Beirlant
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01 July 2016, p. 9
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Page 1 of 3

First
« Prev
1
2
3
Next »
Last

Advances in Applied Probability

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Actions for selected content:

Volume 20 - Issue 1 - March 1988

Other

Extremes of Random Processes in Applied Probability: A Workshop Sponsored by the U.S. National Science Foundation at the Statistics and Applied Probability Program, University of California, Santa Barbara, 22–26 June 1987

Invited Papers

A survey of recent results on extremes of various kinds of stochastic processes

1. Failure models via extreme value theory

2. Inequalities in extreme value theory

1. Extreme values and asymptotic inference in non-regular cases

2. A miscellanea of asymptotic results concerning maxima for stochastic processes

1. Extreme value theory, ancient and modem: a line of development

2. High level excursions by continuous-time processes

Quantile-based unified theory of extreme values and order statistics

1. Weak and almost sure convergence of convex hulls of multivariate samples

2. Moving averages: convolutions of distributions which are both subexponential and in a domain of attraction of an extreme value law

1. The size etfect: static strength models

2. The size effect: time-to-fallure models

1. Extremal processes: basic statistical decision results

2. Stochastic processes of extremes: definitions and statistics

1. Large deviations of tail estimators based on the pareto approximation

2. A survey of results on extremes of independent non-identically distributed random variables

Contributed Papers

On a open problem of D. Mejzler

Extreme value theory for processes with periodic variances

Second-order asymptotics for (some) extremes

Advances in Applied Probability

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Volume 20 - Issue 1 - March 1988

Other

Invited Papers

Contributed Papers