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Control nonlinear diffusion macro-hybrid mixed variational problems
Abstract Monotone control nonlinear diffusion, primal macro-hybrid mixed variational problems, in reflexive Banach spaces, are analyzed. Composition duality principles, based on coupling compatibility conditions, establish macro-hybrid, mixed and primal equivalent variational solvabilities. Qualitative properties as existence, uniqueness and stability are determined. Macro-hybridization is performed for spatial parallel analysis and computation, in terms of non-overlapping multidomain decompositions, with primal transmission conditions dualized.
Control nonlinear diffusion macro-hybrid mixed variational problems
Abstract Monotone control nonlinear diffusion, primal macro-hybrid mixed variational problems, in reflexive Banach spaces, are analyzed. Composition duality principles, based on coupling compatibility conditions, establish macro-hybrid, mixed and primal equivalent variational solvabilities. Qualitative properties as existence, uniqueness and stability are determined. Macro-hybridization is performed for spatial parallel analysis and computation, in terms of non-overlapping multidomain decompositions, with primal transmission conditions dualized.
Control nonlinear diffusion macro-hybrid mixed variational problems
Alduncin, Gonzalo (Autor:in)
Optimization and Engineering ; 13 ; 389-400
02.06.2011
12 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
Control nonlinear diffusion problem , Composition duality principle , Qualitative variational analysis , Macro-hybrid mixed formulation , Non-overlapping domain decomposition , Dual transmission problem Mathematics , Optimization , Engineering, general , Systems Theory, Control , Environmental Management , Operation Research/Decision Theory , Financial Engineering
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