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Our approach is based on a reformulation using parameterized difference inclusions.
The proof is based on a reformulation of the elasticity problem as a Stokes system with nonzero divergence constraint.
The GDG method is based on a reformulation, using distributional variables to account for solution jumps across material interfaces, of Schrödinger equations resulting from paraxial approximations of vector Helmholtz equations.
The numerical method is based on a reformulation of Schrödinger equations, using split distributional variables and their related integration by parts formulae to account for solution jumps across material interfaces.
The concept of dynamic variance compensation [2] is based on a reformulation of the log-sum observation model [39]: begin{array}rcl@ mathbf{y}_{n} = mathbf{x}_{n} + logleft(1+exp widehat{mathbf{r}}_{n} - mathbf{x}_{n})right) + mathbf{b}_{n} end{array} (12).
The infinite domain is truncated via an artificial boundary B, and a high-order non-reflecting boundary condition (NRBC) is imposed on B. Then the problem is solved numerically in the finite domain bounded by B. The new boundary scheme is based on a reformulation of the sequence of NRBCs proposed by Higdon.
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A class of high order nodal discontinuous Galerkin implicit explicit (DG-IMEX) schemes with asymptotic preserving (AP) property has been developed for the one-dimensional (1D) BGK equation in Xiong et al. (2015) [40], based on a micro macro reformulation.
First, it is based on a new reformulation of this control problem into a class of BMI (Bilinear Matrix Inequality) problem.
Based on such a reformulation for the original problem, an interactive algorithm will also be developed to find its solution with some satisfaction degree.
Here, we advocate a new paradigm based on a purely conservative reformulation of the equations using global fluxes.
We develop an equation-oriented modeling approach based on a pseudo-transient reformulation of the balance equations, enabling the reliable and robust simulation of the process flowsheet.
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