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Continuous and discrete stable processes
Physical Review E, 2008The one-sided Lévy-stable probability densities and the discrete-stable distributions form a doubly stochastic Poisson transform pair. This relationship facilitates the formulation of a class of continuous-stable stochastic processes.
W H, Lee, K I, Hopcraft, E, Jakeman
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Inference for Gamma and Stable Processes
Biometrika, 1978SUMMARY Problems of estimation and testing for nondecreasing pure jump gamma and stable additive processes are considered. The inference is based on a single realization of the process on a given time interval [O, t]. The maximum likelihood estimators of the parameters based on observation of the jumps of size greater than or equal to e are found to be
Basawa, I. V., Brockwell, P. J.
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A Locally Stable Adjustment Process
Econometrica, 1995A Walrasian adjustment process is an adjustment on prices such that the direction of price adjustment in any market is governed by the sign of the excess demand in that market. We shall say that such a process satisfies the Walrasian hypothesis. By now it is fairly well established that, in general, such an adjustment fails to attain competitive ...
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On a Maximum of Stable Lévy Processes
Theory of Probability & Its Applications, 2001Let \(G_a\) and \(S_a\) be the location and the maximal value, respectively, of an \(\alpha\)-stable Lévy process \(X\) on an interval \([0,a]\). It is shown that the random variables \(S_a(G_a)^{-1/\alpha}\) and \(G_a\) are independent. Using this fact the author studies the location of the maximum of the trajectories \(X(t)\) with low \((S_a1 ...
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COLLISION AND MEETING OF STABLE PROCESSES
Acta Mathematica Scientia, 1996Summary: Random path intersections generated by collision and meeting of stable processes in thin time sets are characterized in terms of Hausdorff dimension and capacity.
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Journal of Mathematical Economics, 2008
The paper's concern is a study of exchange dynamics in an agent-based setting. Consumers can contact traders (who are responsible for coordination of exchange) in a process where realistic restrictions are imposed on information-flow among all market agents.
Reiter, Stanley, Maroulis, Spiro
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The paper's concern is a study of exchange dynamics in an agent-based setting. Consumers can contact traders (who are responsible for coordination of exchange) in a process where realistic restrictions are imposed on information-flow among all market agents.
Reiter, Stanley, Maroulis, Spiro
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A Globally Stable Price Adjustment Process
Econometrica, 1990It is well-known that Walras' tâtonnement may fail to converge to an equilibrium unless an additional assumption, such as the gross substitutes condition, is made. The purpose of this paper is to present a differential equation which, under quite general conditions, converges to an equilibrium unless the initial price vector belongs to a set of measure
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Zeitschrift f�r Wahrscheinlichkeitstheorie und Verwandte Gebiete, 1982
This paper examines properties of a class of complex-valued stable processes which have spectral representation by means of independent-increments processes. A representation is derived by an application of Schilder's stochastic integral. Also, another construction of harmonizable stable processes by means of generalized stochastic processes is given ...
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This paper examines properties of a class of complex-valued stable processes which have spectral representation by means of independent-increments processes. A representation is derived by an application of Schilder's stochastic integral. Also, another construction of harmonizable stable processes by means of generalized stochastic processes is given ...
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Journal of Theoretical Probability, 1994
One says that \(t>0\) is an increase time for the path \(\omega\) of a real- valued process if \(\omega\) is below level \(\omega (t)\) immediately before time \(t\) and above this level immediately after time \(t\). According to a celebrated result of Dvoretzky, Erdős and Kakutani, almost every Brownian path has no increase times.
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One says that \(t>0\) is an increase time for the path \(\omega\) of a real- valued process if \(\omega\) is below level \(\omega (t)\) immediately before time \(t\) and above this level immediately after time \(t\). According to a celebrated result of Dvoretzky, Erdős and Kakutani, almost every Brownian path has no increase times.
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2020
The first class of regularly varying time series we will investigate is the class of max-stable processes. These processes can be viewed as ideal models of heavy tailed time series.
Rafał Kulik, Philippe Soulier
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The first class of regularly varying time series we will investigate is the class of max-stable processes. These processes can be viewed as ideal models of heavy tailed time series.
Rafał Kulik, Philippe Soulier
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