AbstractThe effect of nonzero initial conditions in Adomian's solution of linear, or nonlinear, stochastic differential equations is demonstrated for an Nth-order equation in which the decomposition of the linear part into L+R is made so as to simplify the Green's function
AbstractA procedure reported elsewhere for solution of linear and nonlinear, deterministic or stocha...
AbstractIn this paper we show that the solution of a second-order stochastic differential equation w...
AbstractThis paper shows that the Adomian decomposition method (“Stochastic Systems,” Academic Press...
AbstractThe effect of nonzero initial conditions in Adomian's solution of linear, or nonlinear, stoc...
AbstractIn Adomian's solution of linear or nonlinear, deterministic or stochastic, differential equa...
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...
AbstractThe operator-theoretic method (Adomian and Malakian, J. Math. Anal. Appl. 76(1), (1980), 183...
AbstractThe decomposition method (G. Adomian, “Stochastic Systems,” Academic Press, New York, 1983) ...
AbstractThis work deals with the analysis of a class of initial-value problems for nonlinear hyperbo...
AbstractA number of important equations of physics are shown to fit into the structure of a nonlinea...
AbstractRecent important generalizations by G. Adomian (“Stochastic Systems”, Academic Press 1983) h...
AbstractA (stochastic) operator-theoretic approach leads to expresssions for inverses of linear and ...
AbstractA theorem is given which demonstrates that solutions of a stochastic differential equation d...
In this paper, general order conditions and a global convergence proof are given for stochastic Rung...
AbstractA procedure reported elsewhere for solution of linear and nonlinear, deterministic or stocha...
AbstractIn this paper we show that the solution of a second-order stochastic differential equation w...
AbstractThis paper shows that the Adomian decomposition method (“Stochastic Systems,” Academic Press...
AbstractThe effect of nonzero initial conditions in Adomian's solution of linear, or nonlinear, stoc...
AbstractIn Adomian's solution of linear or nonlinear, deterministic or stochastic, differential equa...
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...
AbstractThe operator-theoretic method (Adomian and Malakian, J. Math. Anal. Appl. 76(1), (1980), 183...
AbstractThe decomposition method (G. Adomian, “Stochastic Systems,” Academic Press, New York, 1983) ...
AbstractThis work deals with the analysis of a class of initial-value problems for nonlinear hyperbo...
AbstractA number of important equations of physics are shown to fit into the structure of a nonlinea...
AbstractRecent important generalizations by G. Adomian (“Stochastic Systems”, Academic Press 1983) h...
AbstractA (stochastic) operator-theoretic approach leads to expresssions for inverses of linear and ...
AbstractA theorem is given which demonstrates that solutions of a stochastic differential equation d...
In this paper, general order conditions and a global convergence proof are given for stochastic Rung...
AbstractA procedure reported elsewhere for solution of linear and nonlinear, deterministic or stocha...
AbstractIn this paper we show that the solution of a second-order stochastic differential equation w...
AbstractThis paper shows that the Adomian decomposition method (“Stochastic Systems,” Academic Press...
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