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A numerical algorithm and examples show the effectiveness of our method.
The realization of numerical algorithm and identification of model parameters are performed.
The corresponding numerical algorithm and the QUASI-3D computer code were developed.
A numerical algorithm and software was developed to solve the model for simulation and parameter estimation purposes.
The construction is inspired by an orthogonality-preserving numerical algorithm, and it yields a semiglobal practical asymptotic observer.
We present the numerical algorithm and numerical tests in 3D to demonstrate the accuracy and other properties of our method.
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We present some numerical algorithms and do some numerical experiments to verify our theoretical results in the last section.
Robust numerical algorithms and software suitable for real time execution must augment the control theory foundation.
Literate programming allows for documenting of numerical algorithms and code together in what is termed the literate programmer's manual.
Smoothing of the experimental spectra is performed by numerical algorithms, and the shift of the spectrum is minimized by displacement of the calculated spectra along the λ-axis.
In the CES methodologies area we focus on accurate and robust numerical algorithms and linear and nonlinear solvers with parallel scalability.
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