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To find an optimal set of chromosomes, we define an optimization problem over a chromosome graph.
Growth is an optimization problem.
Next, an optimization problem was considered.
Chemotherapy scheduling is an optimization problem.
This approach leads to an optimization problem.
The method casts the inverse problem as an optimization problem.
In this strategy, an optimization problem is actually involved.
This is usually formulated as an optimization problem.
The watermarking system can be viewed as an optimization problem.
Transit planning models are usually considered as an optimization problem.
The relay matrices are found by solving an optimization problem.
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