AbstractIn Adomian's solution of linear or nonlinear, deterministic or stochastic, differential equations, the decomposition of the linear part into L+R can be made so as to simplify Green's function and, consequently, the resulting computations
Ordinary differential equations (ODEs) have been widely used to model the dynamical behaviour of bio...
AbstractA (stochastic) operator-theoretic approach leads to expresssions for inverses of linear and ...
Depuis la publication de l'ouvrage de Choquet (1955), la théorie d'espérance non linéaire a attiré a...
AbstractIn Adomian's solution of linear or nonlinear, deterministic or stochastic, differential equa...
AbstractThe effect of nonzero initial conditions in Adomian's solution of linear, or nonlinear, stoc...
AbstractConditions are stated for the vanishing of the stochastic bilinear concomitant in the stocha...
AbstractThis work deals with the analysis of a class of semilinear vector stochastic operator equati...
AbstractA number of important equations of physics are shown to fit into the structure of a nonlinea...
AbstractThe decomposition method (G. Adomian, “Stochastic Systems,” Academic Press, New York, 1983) ...
AbstractGeneric operator equations allowing multidimensional operators are solved by a decomposition...
In this paper, general order conditions and a global convergence proof are given for stochastic Rung...
AbstractThe operator-theoretic method (Adomian and Malakian, J. Math. Anal. Appl. 76(1), (1980), 183...
AbstractRecent important generalizations by G. Adomian (“Stochastic Systems”, Academic Press 1983) h...
AbstractWe prove a stochastic representation, similar to the Feynman–Kac formula, for solutions of p...
We present a new pathwise approximation method for stochastic differential equations driven by Brow...
Ordinary differential equations (ODEs) have been widely used to model the dynamical behaviour of bio...
AbstractA (stochastic) operator-theoretic approach leads to expresssions for inverses of linear and ...
Depuis la publication de l'ouvrage de Choquet (1955), la théorie d'espérance non linéaire a attiré a...
AbstractIn Adomian's solution of linear or nonlinear, deterministic or stochastic, differential equa...
AbstractThe effect of nonzero initial conditions in Adomian's solution of linear, or nonlinear, stoc...
AbstractConditions are stated for the vanishing of the stochastic bilinear concomitant in the stocha...
AbstractThis work deals with the analysis of a class of semilinear vector stochastic operator equati...
AbstractA number of important equations of physics are shown to fit into the structure of a nonlinea...
AbstractThe decomposition method (G. Adomian, “Stochastic Systems,” Academic Press, New York, 1983) ...
AbstractGeneric operator equations allowing multidimensional operators are solved by a decomposition...
In this paper, general order conditions and a global convergence proof are given for stochastic Rung...
AbstractThe operator-theoretic method (Adomian and Malakian, J. Math. Anal. Appl. 76(1), (1980), 183...
AbstractRecent important generalizations by G. Adomian (“Stochastic Systems”, Academic Press 1983) h...
AbstractWe prove a stochastic representation, similar to the Feynman–Kac formula, for solutions of p...
We present a new pathwise approximation method for stochastic differential equations driven by Brow...
Ordinary differential equations (ODEs) have been widely used to model the dynamical behaviour of bio...
AbstractA (stochastic) operator-theoretic approach leads to expresssions for inverses of linear and ...
Depuis la publication de l'ouvrage de Choquet (1955), la théorie d'espérance non linéaire a attiré a...
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