AbstractApplication of the decomposition method and of the asymptotic decomposition method are considered for solution of nonlinear and/or stochastic partial differential equations in space and time Examples are given to show the potential for solving systems of equations even with strongly coupled boundary conditions
AbstractThe decomposition method is applied to solution of partial differential equations in two and...
AbstractThe decomposition method is applied to the initial/boundary value problem for the nonlinear ...
AbstractNonlinear dynamical systems are shown to represent severe difficulties in modeling. When in ...
AbstractApplication of the decomposition method and of the asymptotic decomposition method are consi...
AbstractA number of important equations of physics are shown to fit into the structure of a nonlinea...
AbstractSolution of a coupled system of nonlinear partial differential equations is demonstrated for...
AbstractThe decomposition method can be an effective procedure for solution of nonlinear and/or stoc...
AbstractWe present a further development of the decomposition method [1,2], which leads to a single ...
AbstractGeneric operator equations allowing multidimensional operators are solved by a decomposition...
AbstractRecent generalizations are discussed and results are presented for the theory and applicatio...
AbstractWe consider the solution of partial differential equations for initial/boundary conditions u...
A large number of physical phenomena are modeled by nonlinear partial differential equations, subjec...
AbstractThe author's decomposition method [1] provides a new, efficient computational procedure for ...
AbstractSystems of n coupled linear or nonlinear differential equations which may be deterministic o...
The book is devoted to the description and application of methods of generalized and functional sepa...
AbstractThe decomposition method is applied to solution of partial differential equations in two and...
AbstractThe decomposition method is applied to the initial/boundary value problem for the nonlinear ...
AbstractNonlinear dynamical systems are shown to represent severe difficulties in modeling. When in ...
AbstractApplication of the decomposition method and of the asymptotic decomposition method are consi...
AbstractA number of important equations of physics are shown to fit into the structure of a nonlinea...
AbstractSolution of a coupled system of nonlinear partial differential equations is demonstrated for...
AbstractThe decomposition method can be an effective procedure for solution of nonlinear and/or stoc...
AbstractWe present a further development of the decomposition method [1,2], which leads to a single ...
AbstractGeneric operator equations allowing multidimensional operators are solved by a decomposition...
AbstractRecent generalizations are discussed and results are presented for the theory and applicatio...
AbstractWe consider the solution of partial differential equations for initial/boundary conditions u...
A large number of physical phenomena are modeled by nonlinear partial differential equations, subjec...
AbstractThe author's decomposition method [1] provides a new, efficient computational procedure for ...
AbstractSystems of n coupled linear or nonlinear differential equations which may be deterministic o...
The book is devoted to the description and application of methods of generalized and functional sepa...
AbstractThe decomposition method is applied to solution of partial differential equations in two and...
AbstractThe decomposition method is applied to the initial/boundary value problem for the nonlinear ...
AbstractNonlinear dynamical systems are shown to represent severe difficulties in modeling. When in ...
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