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Coelho, A. A. A bond constrained conjugate gradient solution method as applied to crystallographic refinement problem.
Several examples illustrate the performance of this method as applied to guy towers with triangular mast and stabilizers.
The stability and accuracy of the generalized-α method, as applied to the cable dynamics equations, are developed.
This paper was designed as a basic tutorial for using the Monte Carlo method as applied to radiotherapy treatment planning.
We give the formulation of the level set method, as applied to our application with finite boundary conditions.
Steady-state solutions are obtained using Newton's method, as applied to a finite-difference discretization in terrain-following coordinates.
The general formalism of the method as applied to the spectral problems for conservative systems is presented and discussed.
We present a theoretical analysis of the method as applied to the diffusion wave equation and to the generalized diffusion wave approach.
Following a brief description of the two-stage ORT method as applied to the present furnace system, we show models obtained by using closed loop data.
The paper compares the algorithms based on neural networks and the Monte-Carlo method as applied to nonlinear estimation problems solved in the framework of the Bayesian approach.
Numerical examples are given in order to show the finite element formulation and the transfer matrix method as applied to asymmetric rotors.
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