This paper deals with the computation of the first probability density function of the solution of random homogeneous linear second-order difference equations by the Random Variable Transformation method. This approach allows us to generalize the classical solution obtained in the deterministic scenario. Several illustrative examples are provided.This work was sponsored by "Ministerio de Economa y Competitividad" of the Spanish Government in the frame of the Project with Reference TRA2012-36932.Casabán Bartual, MC.; Cortés López, JC.; Romero Bauset, JV.; Roselló Ferragud, MD. (2014). Probabilistic solution of random homogeneous linear second-order difference equations. Applied Mathematics Letters. 34:27-32. https://doi.org/10.1016/j.aml.20...
[EN] In this paper, the first probability density function of the solution stochastic process to ra...
International audienceThis paper concerns the analysis of random second order linear differential eq...
[EN] This paper deals with the explicit determination of the first probability density function of t...
[EN] This paper is devoted to construct approximations of the probability density function of the no...
Deterministic differential equations are useful tools for mathematical modelling. The consideration ...
[EN] This paper deals with the determination of the first probability density function of the soluti...
[EN] This paper deals with the explicit determination of the first probability density function of t...
In this paper we study random non-autonomous second order linear differential equations by taking a...
This work has been supported by the grant PID2020-115270GB-I00 funded by MCIN/AEI/10.13039/501100011...
[EN] The random variable transformation technique is a powerful method to determine the probabilisti...
[EN] This paper is devoted to construct approximations of the probability density function of the no...
[EN] This paper is devoted to construct approximations of the probability density function of the no...
[EN] This paper provides a full probabilistic solution of the randomized fractional linear nonhomoge...
[EN] Solving a random differential equation means to obtain an exact or approximate expression for t...
[EN] This paper presents a full probabilistic description of the solution of random SI-type epidemio...
[EN] In this paper, the first probability density function of the solution stochastic process to ra...
International audienceThis paper concerns the analysis of random second order linear differential eq...
[EN] This paper deals with the explicit determination of the first probability density function of t...
[EN] This paper is devoted to construct approximations of the probability density function of the no...
Deterministic differential equations are useful tools for mathematical modelling. The consideration ...
[EN] This paper deals with the determination of the first probability density function of the soluti...
[EN] This paper deals with the explicit determination of the first probability density function of t...
In this paper we study random non-autonomous second order linear differential equations by taking a...
This work has been supported by the grant PID2020-115270GB-I00 funded by MCIN/AEI/10.13039/501100011...
[EN] The random variable transformation technique is a powerful method to determine the probabilisti...
[EN] This paper is devoted to construct approximations of the probability density function of the no...
[EN] This paper is devoted to construct approximations of the probability density function of the no...
[EN] This paper provides a full probabilistic solution of the randomized fractional linear nonhomoge...
[EN] Solving a random differential equation means to obtain an exact or approximate expression for t...
[EN] This paper presents a full probabilistic description of the solution of random SI-type epidemio...
[EN] In this paper, the first probability density function of the solution stochastic process to ra...
International audienceThis paper concerns the analysis of random second order linear differential eq...
[EN] This paper deals with the explicit determination of the first probability density function of t...