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The proposed method is based on a fixed point algorithm, a finite element resolution, a reduced basis method and a least-square optimization formulation.
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It combines both a reduced-basis method and an adaptive sequential sampling technique.
Both approaches are based on the reduced basis method and low-rank factorizations of the generating matrices.
We present a coupling of the reduced basis methods and free-form deformations for shape optimization and design of systems modelled by elliptic PDEs.
A learning rate of 0.0005 was used for the Agent and Action basis methods, and 0.0001 for the two REINFORCE methods.
The free vibration analysis of functionally graded plates is performed by the multiquadric radial basis function method and a higher-order shear deformation theory.
We have solved a Rayleigh Bénard problem in a rectangle using a reduced basis method in an interval of values of the Rayleigh number R where there are four bifurcations and nine different solutions.
In this paper we present an application of the reduced basis method to a local high definition adjusted wind model.
Also solutions obtained with reduced basis method are a great help as guess solutions for the Newton method in Legendre collocation.
In the per-relation basis method, only a subset of a relation's instances needs to be correctly identified to make the relation positive.
It brings the reference basis method closer to a broad class of updating methods that use parametric updating.
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