Introduction:
In recent years, splitting, or decomposition, methods have become
increasingly important for solving nonlinear and even singular
partial differential equations. In this special session we will
discuss the latest goals and results of the powerful numerical
methods. Higher accuracy, efficiency and effectiveness will be among
our topics in discussions. Iterative and non-iterative strategies
associate with different adaptations will be incorporated. Novel
decomposition schemes in time and space will be investigated and
presented. Practical applications will be studied.
Aims of this special session also include to bring together
researchers in the aforementioned field, to highlight the current
developments both in theory and methods, to exchange latest research
ideas, and to promote further collaborations in the community.
We wish to call papers for this special session which present the
latest trends and literature to:
(1) decomposition for higher efficiency and accuracy
(2) decomposition for non-linear differential equations and
dynamical systems
(3) stability and convergence of decomposition algorithms
(4) noniterative, iterative and adaptive decomposition methods
(5) decomposition methods in parallel and quantum computations
(6) apriori and aposterioir error-estimates in decompositions\\
We wish to discuss further developments in this fascinate field and
exchange new ideas and promote collaborations. |