Hybrid Discretization Methods for Aeroelastic Problems
Multilevel Quasidiffusion Methods with Hybrid Temporal Discretization for Thermal Radiative Transfer Problems.
... the hybrid scheme. The monotonized hybrid method is close to the first-order scheme in this ...the hybrid scheme when equilibrium is reached which is ...three methods have first order ...
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Hybrid Proximal Methods for Equilibrium Problems
... This Technical Report is brought to you for free and open access by the Mathematics at DigitalCommons@WayneState. It has been accepted for inclusion in Mathematics Research Reports by an authorized administrator of ...
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Hybrid Multiscale Methods for Hyperbolic and Kinetic Problems
... Carlo methods or probabilistic techniques at different levels are widely used to simulate complex systems [8, 30, 37, 39, ...for problems with high dimensions, simplicity in preserving some physical ...
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Variational discretization and mixed methods for semilinear parabolic optimal control problems with integral constraint
... variational discretization and mixed finite element methods for optimal control problem governed by semi linear parabolic equations with integral ...
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Discretization methods for control systems design
... the hybrid systems, each comprised of the nominal continuous time plant ...various methods, are recorded in Figures 5-5 to ...various discretization schemes in an analytical sense, comparisons were ...
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Hybrid Chebyshev collocation series methods for elliptic problems
... However, at the other extreme, in the case of a general linear partial differential equation with variable coefficients, it may be necessary to apply a bivariate co[r] ...
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Parallel hybrid optimization methods for permutation based problems
... permutation-based problems including assignment problems, scheduling and TSP are studied and classified into three classes according to the interpretation made of the permutation ...position ...
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Aeroelastic stability analysis via multiparameter eigenvalue problems
... eigenvalue problems Arion Pons, Stefanie Gutschmidt Abstract: This paper presents a new method of identifying and analysing stability boundaries in parametric systems using multiparameter spectral ...of ...
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On mathematical modelling of aeroelastic problems with finite element method
... the aeroelastic instability and the aeroelastic response in terms of frequency and damping ...Both methods are first compared for the case of small displacement, where the linearized approach can be ...
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Discretization methods for Bayesian networks in the case of the earthquake
... using hybrid and continuous Bayesian networks, all continuous variables must be normally ...The discretization of a variable can be done in various ways, including equal-width, equal-frequency, and ...
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on hybrid preconditioning methods for large sparse saddle-point problems
... in MATLAB. The matrix BA − 1 B T is approximated by the matrix Q , the positive definite pressure mass matrix generated by the mixed element discretization. For this example, the matrix A has about 25 nonzero ...
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Nonconforming finite element discretization of convex variational problems
... element methods are incapable of reaching the energy ...variational problems, the non-conforming Crouzeix–Raviart finite element discretization always converges to the correct minimizer, and that the ...
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Meshless discretization of LQ-type stochastic control problems
... While we addressed the discretization error in this paper in great detail, we did not address the sampling error. In particular, for large systems our construction requires the coefficients of the MJP and ...
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A priori error estimates for higher order variational discretization and mixed finite element methods of optimal control problems
... control problems, the objective functional contains gradient of the state ...element methods should be used for discretization of the state equations in such ...control problems, mixed finite ...
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Hybrid Methods for Optimization Problems with Positive. Semi Definite Matrix Constraints
... Three problems are handled in this thesis, all of which are involved with the positive semi– definite matrix as a convex constraint ...two problems are different forms of the educational testing ...
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Strong Convergence Theorems by Hybrid Methods for Strict Pseudocontractions and Equilibrium Problems
... space H . Consider the problem of finding a common element of the set of fixed point of these mappings and the set of solutions of an equilibrium problem with the parallel and cyclic algorithms. In this paper, we propose ...
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DG discretization of optimized Schwarz methods for Maxwell's equations
... (DG) methods have seen rapid growth and are widely used in various application domains (see [13] for an historical intro- ...Schwarz methods can be ...DD methods for the time-harmonic Maxwell ...
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A dissipative discretization for large deformation frictionless dynamic contact problems
... contact problems between nonsmooth ...no discretization of the contact forces is necessary, as they enter only ...temporal discretization of the inclusion which is known to conserve momenta in the ...
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Convergence and superconvergence of variational discretization for parabolic bilinear optimization problems
... variational discretization approximation of parabolic bilinear optimal control problems with control ...difference methods are used for space and time discretization, respectively, ...
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Error analysis of variational discretization solving temperature control problems
... control problems have been de- rived in [, ], and numerical methods for constrained elliptic control problems with rapidly oscillating coefficients are studied in ...second-order ...
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