AbstractThe exact distribution of extremes of a non-gaussian stationary discrete process is obtained and their crossing intervals are studied in terms of the autocorrelation coefficients for any level of crossing. This process is an important model for some physical magnitudes
In this article, the problem of the number of spikes (level crossings) of the stationary narrowband ...
In applications spanning from image analysis and speech recognition to energy dissipation in turbule...
In this paper we are interested in the distribution of the maximum, or the maximum of the absolute v...
The exact distribution of extremes of a non-gaussian stationary discrete process is obtained and the...
The problem of zero crossings is of great historical prevalence and promises extensive application. ...
In this dissertation we present extensions of Rice's formula for the expected zero-crossing rate of ...
The purpose of this research is to find the asymptotically exact expressions for the distribution fu...
The purpose of this research is to find the asymptotically exact expressions for the distribution fu...
AbstractLet {ω(t)}t⩾0 be a stochastically differentiable stationary process in Rm and let Au⊆Rm sati...
AbstractIn this article, the problem of the number of spikes (level crossings) of the stationary nar...
This paper gives a new representation of Pickands ’ constants, which arise in the study of extremes ...
Characterising the behaviour of a random process with respect to returns to previous states is a per...
AbstractThe structure of the large values attained by a stationary random process indexed by a one-d...
AbstractThe focus of this study is on estimating the multivariate extreme value distributions associ...
We study the exact asymptotics of , as u-->[infinity], where and {Z(t):t>=0} is a centered stationar...
In this article, the problem of the number of spikes (level crossings) of the stationary narrowband ...
In applications spanning from image analysis and speech recognition to energy dissipation in turbule...
In this paper we are interested in the distribution of the maximum, or the maximum of the absolute v...
The exact distribution of extremes of a non-gaussian stationary discrete process is obtained and the...
The problem of zero crossings is of great historical prevalence and promises extensive application. ...
In this dissertation we present extensions of Rice's formula for the expected zero-crossing rate of ...
The purpose of this research is to find the asymptotically exact expressions for the distribution fu...
The purpose of this research is to find the asymptotically exact expressions for the distribution fu...
AbstractLet {ω(t)}t⩾0 be a stochastically differentiable stationary process in Rm and let Au⊆Rm sati...
AbstractIn this article, the problem of the number of spikes (level crossings) of the stationary nar...
This paper gives a new representation of Pickands ’ constants, which arise in the study of extremes ...
Characterising the behaviour of a random process with respect to returns to previous states is a per...
AbstractThe structure of the large values attained by a stationary random process indexed by a one-d...
AbstractThe focus of this study is on estimating the multivariate extreme value distributions associ...
We study the exact asymptotics of , as u-->[infinity], where and {Z(t):t>=0} is a centered stationar...
In this article, the problem of the number of spikes (level crossings) of the stationary narrowband ...
In applications spanning from image analysis and speech recognition to energy dissipation in turbule...
In this paper we are interested in the distribution of the maximum, or the maximum of the absolute v...
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