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The standard finite element schemes for computing eigenvalues of the Laplacian converge slowly with decreasing mesh size if the domain boundary contains a re-entrant corner.
In this paper, we address some fundamental issues concerning "time marching" numerical schemes for computing steady state solutions of boundary value problems for nonlinear partial differential equations.
This paper presents the novel delay-range-dependent schemes for computing the static anti-windup compensator (AWC) gain for nonlinear systems with input time-delay and saturation constraints.
The findings of this paper are useful for engineering analysis and design, as well as verification of current and future numerical schemes for computing SIFs and T-stress.
For feedback control of the spherical motor, the quadratic form of the torque model requires the use of nonlinear optimization schemes for computing the stator coil current inputs.
The Russian landmark paper "Application of the principle of minimizing the derivative to the construction of finite-difference schemes for computing discontinuous solutions of gas dynamics" by Vladimir P. Kolgan is discussed in a historical technical perspective.
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This paper also proposes a recursive inverse matrix computation scheme for computing the transmit weight in real time.
A new numerical scheme for computing multicomponent flows is presented.
In this work, we introduce a simplified sum-over-states scheme for computing Raman spectra and Raman excitation profiles.
This paper proposes a tractable iterative scheme for computing parameter-dependent matrix sign function.
A stable finite-difference scheme for computing the value function is developed.
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