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We obtain necessary and sufficient conditions for the existence of strictly stationary solutions of multivariate ARMA equations with independent and identically distributed noise. For general ARMA(p...
This paper provides an empirical application of Lee and Pitt’s (1986) approach to the problem of corner solutions in the case of panel data. This model deals with corner solutions in a manner consiste...
This partial solution manual to our book Introducing Monte Carlo Methods with R, published by Springer Verlag in the User R! series, on December 2009, has been compiled both from our own solutions a...
This article describes current developments taking place in the collective bargaining process between public labor unions and public agencies in the United States. In order to create a more effective ...
Sur les solutions faibles d'equations differentielles stochastiques。
Explicit solutions of moment problems, I。
Comparaison et non-confluence des solutions d'equations differentielles stochastiques unidimensionelles。
In this paper we prove the pathwise uniqueness of solutions of a stochastic differential equation with a singular drift whiçh depends on time. Our method is of probabilistic nature, and it is...
We consider the one-dimensional stochastic equation for a continuous local martingale M with square variation {M) and measurable drift and diffusion coefficients b and F. The main purpose of this p...
We'consider the discrete penalization scheme, the projection and the Euler-Peano scheme for SDE's driven by general semimartingale on an orthant with oblique reflection. We prove that these schemes...
In this paper, motivated by [2], we derive necessary and suficient conditions for bounded and periodically correlated solutions to the system of equations described by ARMA(1, q) model.
This note is concerned with the existence of periodically correlated solutions for the PARMA(p,q) system where [, is a white noise and the varying wefficients r$h and 06 are periodic in n with peri...
Existence and Regularity of Solutions to a Stochastic Burgers-Type Equation
Spatial birth and death processes as solutions of stochastic equations .
We introduce the concept of a mild solution for the right Hudson-Parthasarathy quantum stochastic differential equation, prove existence and uniqueness results, and show the correspondence between our...

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