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To solve the model, a branch and bound algorithm has been proposed.
Considering nonlinearity of the proposed model, a branch and bound algorithm has been proposed to solve the model.
A branch and bound algorithm has been proposed in "Solution approach", and the model has been validated in "Computational results".
Due to complexity of the problem, a branch and bound algorithm has been developed, and its performance has been validated in several numerical examples, which indicated effectiveness of the algorithm.
In this paper, using some numerical examples, performance of the proposed inventory model and the proposed branch and bound algorithm has been evaluated, and then efficiency of the model has been examined for a real case.
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This algorithm has been described previously [23].
At the time, Google denied that its search algorithm had been a victim of a prank.
Ever since, the rise of algorithms has been relentless.
The bound is a useful performance metric, as many practical algorithms have been found to closely approach it at reasonable SNR values [2].
Randomized rounding-based algorithms have been also proposed in [20,21] but without approximation bounds (although, an instance-specific bound was derived).
Algorithms have been devised for estimating the amount of bound water from the amino acid sequence, but these generally do not distinguish between buried residues, which have no bound water and surface residues which bind water.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com