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The method we use is an infinite dimensional generalization of Laplace's method for finite dimensional integrals [33].
An efficient parallel iterative method for finite element method has been developed for symmetric multiprocessor (SMP) cluster architectures with vector processors such as the Earth Simulator.
In this report, we propose the use of an alternative and more effective boundary condition based on the perfectly matched layer (PML) method for finite difference numerical modeling of tsunami propagation.
We present a hybrid capturing/tracking method for finite volume solvers of compressible flows involving two immiscible fluids that are described by equations of states for ideal gases.
A new method for finite element model updating based on the quasi-static generalized influence line (QSGIL) residual objection is presented to update the finite element model in order to improve the quality of finite element algorithm.
This paper proposes a novel iteration method for finite difference method (FDM) based solution of Reynolds equation, and applies it to the analysis of high-speed aerostatic journal bearings.
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In this work a D-optimal input design method for finite-impulse-response-type nonlinear systems is presented.
We present a resolution-based proof method for finite-valued propositional logics based on an algorithmic reduction procedure that expresses these logics in terms of bivalent semantics.
The LES-FDF approach has been proposed as a suitable method for finite-rate-chemistry-based predictive modeling of turbulent reactive flows.
The results given by this solution for axial compression in the longitudinal direction are compared with the results given by the nonlinear finite element method (FEM) for finite length rectangular long plates.
Bisimulation is a powerful method for abstracting finite state systems to yield simpler finite state systems that are equivalent from the perspective of LTL[10].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com