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The results from an illustrative problem and two real world industrial problems show that the method can obtain optimal or near optimal solutions in modest computational times.
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The presence of a relaxation that can be solved with modest computational time is an important characteristic of the problems under consideration because our procedure is designed to exploit relaxed solutions.
The experimental results demonstrate that passive analog filters can be generated effectively with modest computation time.
All is still within very reasonable calculation times on modest computational resources.
Recent fast summation techniques such as the Fast Multipole (FM) Method accelerate the solution of large fracture problems, demanding linear complexity O(N) in memory and execution time with very modest computational resources.
We thus resort to a heuristic method that lets us determine the boundaries as space time percolation thresholds with a relatively modest computational effort.
Computational experiments demonstrate that high-quality solutions are obtained while modest computational overheads are incurred.
Large-scale problems, with thousands of grains, are solved using modest computational resources.
The analytical model shows fair agreement with numerical data at modest computational cost.
Low memory requirements and modest computational complexity facilitates calculations on high-resolution three-dimensional models.
The numerical routines require modest computational efforts and demonstrate excellent convergence characteristics.
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CEO of Professional Science Editing for Scientists @ prosciediting.com