The application of the level-crossing theory of multidimensional random processes to the evaluation of the vehicle operators’ performance allows not only evaluating the possible deviation from parameters, but also considering the dynamics of the parameter changes. The level-crossing intensity is acquired for normal distribution random process correlated by two dimensions, as well as for the multidimensional process when a maximum mutual correlation of parameters is considered. The criterion is defined that allows evaluating the possibility that none of the parameters will reach an unacceptable value.
This chapter discusses a particular piecewise‐deterministic Markov process (PDMP) to catastrophic ev...
The first-crossing-time p.d.f. evaluation for non-Markov processes is approached by simulating the...
We present a functional limit theorem for the empirical level-crossing behaviour of a stationary Gau...
A level crossing predictor is a predictor process $Y(t)$, possibly multivariate, which can be used t...
Since its inception in 1974, the level crossing approach for analyzing a large class of stochastic m...
The problem of evaluating the information which is present in random signals from various sources-me...
The problem of (pathwise) large deviations for conditionally continuous Gaussian processes is invest...
We consider level crossing in a matrix family H = H-0 + lambda V where H-0 is a fixed N x N matrix a...
This work is concerned with the statistical properties of the frequency response function of the ene...
We review the generalized Rice formula approachto deriving long-run distributions of a variety of ch...
The focus of this paper is on the estimation of the crossing intensities of responses for second-ord...
Given n independent but not necessarily identical random processes, this paper investigates the gene...
The Vector Random Decrement technique has previously been introduced as an effcient method to transf...
The purpose of this article is to provide a very brief overview of the level crossing method in stoc...
Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction...
This chapter discusses a particular piecewise‐deterministic Markov process (PDMP) to catastrophic ev...
The first-crossing-time p.d.f. evaluation for non-Markov processes is approached by simulating the...
We present a functional limit theorem for the empirical level-crossing behaviour of a stationary Gau...
A level crossing predictor is a predictor process $Y(t)$, possibly multivariate, which can be used t...
Since its inception in 1974, the level crossing approach for analyzing a large class of stochastic m...
The problem of evaluating the information which is present in random signals from various sources-me...
The problem of (pathwise) large deviations for conditionally continuous Gaussian processes is invest...
We consider level crossing in a matrix family H = H-0 + lambda V where H-0 is a fixed N x N matrix a...
This work is concerned with the statistical properties of the frequency response function of the ene...
We review the generalized Rice formula approachto deriving long-run distributions of a variety of ch...
The focus of this paper is on the estimation of the crossing intensities of responses for second-ord...
Given n independent but not necessarily identical random processes, this paper investigates the gene...
The Vector Random Decrement technique has previously been introduced as an effcient method to transf...
The purpose of this article is to provide a very brief overview of the level crossing method in stoc...
Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction...
This chapter discusses a particular piecewise‐deterministic Markov process (PDMP) to catastrophic ev...
The first-crossing-time p.d.f. evaluation for non-Markov processes is approached by simulating the...
We present a functional limit theorem for the empirical level-crossing behaviour of a stationary Gau...