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Many questions posed by physicists have been solved by using the wealth of techniques developed by algebraic geometers.
System reliability optimization has been solved by using optimization techniques including meta-heuristics.
The QBP problem has been solved by using a binary differential evolution algorithm.
The deadlock problem, which occurs between two robots, has been solved by using an adequate deadlock resolution algorithm.
In lab, we learned how important scientific questions had been solved by using experiments and we learned to find our own questions in an independent lab assignment, which helped us understand scientific research.
This problem has been solved by using an enumerative search solution, run on the ENEA/CRESCO HPC infrastructure, evaluating the exact Pareto-front byefficient computational time.
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This problem can be solved by using custom made magnets.
These coupled equations are solved by using Newton's method.
The GP model is solved by using genetic algorithm.
The BMI condition can be solved by using BMI solvers.
The optimization problem is solved by using GCMMA.
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