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Showing 1-20 of 93 results
  1. On the rate of concentration of maxima in Gaussian arrays

    Recently in Gao and Stoev ( 2020 ) it was established that the concentration of maxima phenomenon is the key to solving the exact sparse support...

    Rafail Kartsioukas, Zheng Gao, Stilian Stoev in Extremes
    Article 19 November 2020
  2. On Generalized Berman Constants

    Considering the important role in Gaussian related extreme value topics, we evaluate the Berman constants involved in the study of the sojourn time...

    Article 10 December 2019
  3. Exact asymptotics of component-wise extrema of two-dimensional Brownian motion

    Krzysztof Dȩbicki, Lanpeng Ji, Tomasz Rolski in Extremes
    Article 11 August 2020
  4. On Exact and Asymptotic Formulas for the Distribution of the Integral of a Squared Brownian Motion with Drift

    The aim of this paper is to derive a set of easily implementable formulas regarding the probability distribution of the integral of a squared...

    Article 30 January 2020
  5. Tail asymptotics for Shepp-statistics of Brownian motion in \(\mathbb {R}^{d}\)

    Dmitry Korshunov, Longmin Wang in Extremes
    Article 11 September 2019
  6. On maximum of Gaussian random field having unique maximum point of its variance

    Gaussian random fields on Euclidean spaces whose variances reach their maximum values at unique points are considered. Exact asymptotic behaviors of...

    Sergey G. Kobelkov, Vladimir I. Piterbarg in Extremes
    Article 14 May 2019
  7. Extremes of stationary random fields on a lattice

    Extremal behavior of stationary Gaussian sequences/random fields is widely investigated since it models common cluster phenomena and brings a bridge...

    Chengxiu Ling in Extremes
    Article 14 May 2019
  8. The time of ultimate recovery in Gaussian risk model

    Krzysztof Dȩbicki, Peng Liu in Extremes
    Article 05 February 2019
  9. Extremes of spherical fractional Brownian motion

    Dan Cheng, Peng Liu in Extremes
    Article 01 March 2019
  10. Fractional Ornstein-Uhlenbeck Process with Stochastic Forcing, and its Applications

    We consider a fractional Ornstein-Uhlenbeck process involving a stochastic forcing term in the drift, as a solution of a linear stochastic...

    Giacomo Ascione, Yuliya Mishura, Enrica Pirozzi in Methodology and Computing in Applied Probability
    Article 07 November 2019
  11. The Joint Distribution of Running Maximum of a Slepian Process

    Consider the Slepian process S defined by S ( t ) = B ( t + 1) − B ( t ), t ∈ [0, 1] with B ( t ), t ∈ ℝ a standard Brownian motion. In this contribution we...

    Article 24 October 2017
  12. Central Limit Theorems for Conditional Empirical and Conditional U-Processes of Stationary Mixing Sequences

    In this paper we are concerned with the weak convergence to Gaussian processes of conditional empirical processes and conditional U -processes from...

    S. Bouzebda, B. Nemouchi in Mathematical Methods of Statistics
    Article 01 July 2019
  13. Approximation of Sojourn Times of Gaussian Processes

    We investigate the tail asymptotic behavior of the sojourn time for a large class of centered Gaussian processes X , in both continuous- and...

    Krzysztof Dȩbicki, Zbigniew Michna, **aofan Peng in Methodology and Computing in Applied Probability
    Article 06 September 2018
  14. Asymptotics of Two-boundary First-exit-time Densities for Gauss-Markov Processes

    The problem of escape times from a region confined by two time-dependent boundaries is considered for a class of Gauss-Markov processes. Asymptotic...

    G. D’Onofrio, E. Pirozzi in Methodology and Computing in Applied Probability
    Article 19 January 2018
  15. Valuing equity-indexed annuities with icicled barrier options

    Inspired by the recent popularity of autocallable structured products, this paper intends to enhance equity-indexed annuities (EIAs) by introducing a...

    Hangsuck Lee, Bangwon Ko in Journal of the Korean Statistical Society
    Article 01 May 2018
  16. Bayesian Approach to Hurst Exponent Estimation

    Fractal investigation of a signal often involves estimating its fractal dimension or Hurst exponent H when considered as a sample of a fractional...

    Martin Dlask, Jaromir Kukal, Oldrich Vysata in Methodology and Computing in Applied Probability
    Article 18 January 2017
  17. Least squares estimator of fractional Ornstein-Uhlenbeck processes with periodic mean

    We first study the drift parameter estimation of the fractional Ornstein-Uhlenbeck process (fOU) with periodic mean for every ½ < H < 1. More...

    Salwa Bajja, Khalifa Es-Sebaiy, Lauri Viitasaari in Journal of the Korean Statistical Society
    Article 01 July 2017
  18. Procrustes Metrics on Covariance Operators and Optimal Transportation of Gaussian Processes

    Covariance operators are fundamental in functional data analysis, providing the canonical means to analyse functional variation via the celebrated...

    Valentina Masarotto, Victor M. Panaretos, Yoav Zemel in Sankhya A
    Article 25 May 2018
  19. Spatial Expectile Predictions for Elliptical Random Fields

    In this work, we consider an elliptical random field. We propose some spatial expectile predictions at one site given observations of the field at...

    V. Maume-Deschamps, D. Rullière, A. Usseglio-Carleve in Methodology and Computing in Applied Probability
    Article 26 July 2017
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