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Numerous numerical techniques for solving such models are available.
Dynamic programming, calculus of variations, and numerical techniques for trajectory optimization.
Principles and applications of numerical techniques for solving practical problems of electromagnetics.
We discuss numerical techniques for such simulations and focus on the underlying principles and theoretical understanding.
Numerical techniques for the optimization problem are discussed.
Numerical techniques for suppressing pressure fluctuations are provided.
The implementation of efficient numerical techniques for solving PBMs is discussed in this chapter.
The numerical techniques for PoPA have so far not been developed.
This chapter presents various analytical and numerical techniques for time domain analysis.
This demands the development of fast and robust numerical techniques for predicting slug flows.
More recently, the major focus has been on efficient numerical techniques for computing the elastica and fitting it to spline problems.
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