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In [30], Lv et al. developed a penalty function method for the weak price control problem.
We describe a multiscale Green's function method for modeling nanomaterials at different length and time scales.
In this study, we describe the application of the block pulse function method for solving arbitrary-order differential equations.
The static stress drop is estimated by using the empirical Green's function method for P- and S-waves.
In this paper, we introduce a new exact penalty function method for solving a linear bilevel multiobjective programming problem.
In this work, we adopt a shape-constrained spline function method for the purpose of unknown input estimation.
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This paper deals with the application of thermochemical Lagrangian MDF (mass density function) methods for compressible sub- and supersonic RANS (Reynolds Averaged Navier Stokes) simulations.
In this paper we develop and implement anisotropic radial basis function methods for simulating the dynamics of ice sheets and glaciers.
In the simulations, we are assuming prior knowledge of the secondary path transfer function; methods for on-line and off-line secondary path identification are presented in, e.g., [20, 21].
The Green's function methods for the two constituent systems, the particle and the uniform traveling string, are combined to derive a Volterra integral equation with delay that governs the interaction force in the coupled system.
We aimed at reviewing age-related changes in kidney structure and function, methods for estimating kidney function, and impact of reduced kidney function on geriatric outcomes, as well as the reliability and applicability of equations for estimating glomerular filtration rate (eGFR) in older patients.
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