Shocks runs and random sums
Web8 Sep 2016 · Multivariate subexponential distributions and random sums of random vectors Part of: Special processes Distribution theory - Probability Real functions Published online … Web1 Jan 2013 · Shocks, runs and random sums Journal of Applied Probability, 38 ( 2001), pp. 438 - 448 View in Scopus Google Scholar [4] G.J. Wang, Y.L. Zhang A shock model with two-type failures and optimal replacement policy International Journal of Systems Science, 36 ( 2005), pp. 209 - 214 CrossRef View in Scopus Google Scholar [5] J-M. Bai, Z-H. Li, X-B. Kong
Shocks runs and random sums
Did you know?
Web1 Dec 2006 · Multivariate subexponential distributions and random sums of random vectors. Let F ( x ) denote a distribution function in R d and let F *n ( x ) denote the nth convolution power of F ( x ). In this paper we discuss the asymptotic behaviour of 1 - F *n ( x ) as x tends to ∞ in a certain prescribed way. It turns out that in many cases 1 - F *n ... WebThis page is a summary of: Shocks, runs and random sums, June 2001, Cambridge University Press, DOI: 10.1239/jap/996986754. You can read the full text: Read
Web27 Jul 2024 · In this paper, we investigate a wear and mixed shock model in which the system can fail due to internal aging or external shocks. The lifetime of the system, due to internal wear, follows continuous phase-type (PH) distributions. The external random shocks arrive at the system according to a PH renewal process. The system will fail when the … WebShocks, runs and random sums. 2001 • Fermin Mallor. Download Free PDF View PDF. Record statistics in a random composition. 2011 • ... Average length of runs Given a string w of geometric random variables of length n with k runs we de ne the average length of a run to be Ln(w) = nk . It is of interest to determine the moments and the ...
WebShocks, Runs, and Random Sums: Asymptotic Behavior of the Tail of the Distribution Function WebF. Mallor and E. Omey, “Shocks, runs and random sums: Asymptotic behavior of the distribution function,” (2001) (to appear). F. Mallor, E. Omey, and J. Santos, “Lifetime of series systems subject to shocks,” J. Dependability Quality Management (2003) (to appear).
Web15 May 2024 · In most of the shock models, the lifetime of the system can be represented as a random sum of random variables. That is, if the system’s lifetime is denoted by T, then we have T = ∑ i = 1 N X i, where the sequence of X i s represents the times between shocks and the random variable N denotes the number of shocks until the failure of the system.
Web1 Sep 2002 · Shocks, Runs, and Random Sums: Asymptotic Behavior of the Tail of the Distribution Function Authors: F. Mallor Universidad Pública de Navarra Edward Omey KU … improve breathing during sleepWeb1 Jun 2001 · Shocks, runs and random sums. F. Mallor, E. Omey. Published 1 June 2001. Mathematics. Journal of Applied Probability. In this paper we study random variables related to a shock reliability model. Our models can be used to study systems that fail when k consecutive shocks with critical magnitude (e.g. above or below a certain critical level) … improve breathing problemWeb1 Feb 2012 · Shock models are of special interest in applied probability and reliability theory. In these models, the system is assumed to subject to shocks that occur randomly over time and they are usually defined with the help of renewal processes whose interarrival times represent the times between successive shocks. improve breathing for foam mattressWeb10 Nov 2012 · It should be noted that the shock process in is a random sum of stochastic processes, rather than a random sum of shock random variables as in . If r=1 and M i (t)=0 for all i, then \(X(t)=\sum_{i=1}^{N(t)}X_{i}\) and the model becomes the classical model with no cluster structure. improve brightness of computerWeb14 Jul 2016 · Shocks, runs and random sums Part of: Real functions Special processes Limit theorems Stochastic processes Operations research and management science Published online by Cambridge University Press: 14 July 2016 improve brightness macbookWeb22 May 2013 · In the general setup of shock models, the system is assumed to subject shocks that occur randomly over time and they are usually defined by the help of renewal … lithia pinecrest road brandon flWebShocks, Runs, and Random Sums: Asymptotic Behavior of the Tail of the Distribution Function. F. Mallor 1 & E. Omey 2 Journal of Mathematical Sciences volume 111, pages … lithia pinecrest road