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The current discrete and distributed parameter methods are reformulated on the basis of the proposed theory.
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Additionally, the matched interface and boundary (MIB) method is reformulated for solving the PNP equations.
Therefore, the selection procedure of the MA is replaced by a multi-objective selection and the continuous optimization problem which is addressed by the DFO method is reformulated.
In the present study, a newly developed high order algorithm-the weak form quadrature element method is reformulated for upper bound limit analysis.
In this contribution, the virtual-power-based QC method is reformulated from a variational point of view, by employing the energy-based variational framework for rate-independent processes (Mielke and Roubíček, Rate-Independent Systems: Theory and Application, Springer-Verlag, 2015).
The method was reformulated by Kubota and Hagiya (2005) for DNA energy landscapes and Wolfinger et al. (2006) in the context of lattice proteins.
In this method, the BVPs are reformulated into integral equations that involve the boundary conditions and the related Green function.
To do so, we consider a Particle-in-Cell based method, for which the characteristics are reformulated by means of the two-scale formalism, which is well-adapted to handle highly-oscillatory equations.
Through the Darwin method the hyperbolic Maxwell's equations are reformulated into a set of elliptic equations.
Standard equations, due to Rice, for the response of linear systems to Gaussian stochastic inputs are reformulated as a variation method involving probability functionals.
The original and adjoint flow equations are reformulated using the streamfunction-vorticity method to eliminate the pressure and the adjoint pressure in the equations.
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