Results 261 to 270 of about 5,174,614 (290)

From functional to mythical: the construction of a symbolic narrative on the ruins of Ussishkin arena

Israel Affairs, 2018
ABSTRACTThis article seeks to analyse and portray the mythologisation of sport venues in Israel through a close examination of the particular case study of Ussishkin basketball arena in Tel Aviv. Notwithstanding the current lack of Israeli mainstream recognition of sport places as a built cultural heritage, it is argued that the Ussishkin arena ...
Orr Levental, Yair Galily
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On a function-theoretic ruin problem

2007
Let \(X\) be a random variable with values in \(N_0\) and let \[ \varphi(z)= \sum^\infty_{k= 0} P\,(X= k) z^k= \sum^\infty_{k= 0} a_k z^k \] be its generating function. Then \(a_j\geq 0\) for all \(j\), \(\varphi(1)= 1\), and it is assumed \(a_0> 0\). Let \(m\in N\) and \(S_0\) another random variable with values in \(N_0\).
Jensen, Gerd, Pommerenke, Christian
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On the Continuous Dependence of Non-Ruin Probability on Claim Distribution Function in the Classical Risk Model

Cybernetics and Systems Analysis, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Boldyreva, Valery O., Shevchenko, G. M.
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A class of very regular distribution functions and corresponding ruin probabilities

Scandinavian Actuarial Journal, 1978
Abstract In this note, a function is said to be very regular it it has a power series expansion ƒ(x) = ∑ a n x n valid in the whole complex plane and if, moreover, the series ∑ n! a n x n has a strictly positive radius of convergence. In fact, the domain of the considered functions ƒ(x) is restricted to [0, ∞).
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Intersections of ruin probability functions

2010
U disertaciji se proučavaju presjecišta dvaju funkcija propasti za različite parove slučajnih procesa. Najprije opišemo osnovni objekt proučavanja - Levyjev proces, sa posebnim naglaskom na spektralno negativan Levyjev proces. Zatim uspoređujemo vjerojatnosti propasti obzirom na početni kapital za dva različita spektralno negativna Levyjeva procesa ...
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Ruin Probability Functions With N Intersections

2012
In this paper we show that for any positive integer N we can construct two spectrally negative Levy processes such that their ruin probability functions have at least N positive intersections. This means that in some cases the optimal ruin strategy can be very unstable.
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Problems in the Estimation of Original Room Function: A Tentative Solution from the Grasshopper Ruin

KIVA, 1974
ABSTRACTA tentative solution is proposed for estimating the original function of a room, ceremonial, habitation. or storage, when the traditionally expected indicators, architecture, artifacts, and features, are absent from the archaeological record or are non-representative of the initial behavioral context.
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Expected discounted penalty function and asymptotic dependence of the severity of ruin and surplus prior to ruin for two-sided Lévy risk processes

Communications in Statistics - Theory and Methods, 2023
Ehyter Martin-Gonzalez
exaly  

Gerber–Shiu Function at Draw-Down Parisian Ruin Time for the Spectrally Negative Lévy Risk Process

Bulletin of the Iranian Mathematical Society, 2021
Aili Zhang
exaly  

Expected discounted penalty function and asymptotic dependence of the severity of ruin and surplus prior to ruin for two-sided Lévy risk processes

Communications in Statistics - Theory and Methods, 2022
Ehyter M. Martín-González, Ekaterina T. Kolkovska   +1 more
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