Could any expert try to examine the new interesting methodology for multi-objective optimization?
A brand new conception of preferable probability and its evaluation were created, the book was entitled "Probability - based multi - objective optimization for material selection", and published by Springer, which opens a new way for multi-objective orthogonal experimental design, uniform experimental design, respose surface design, and robust design, etc.
It is a rational approch without personal or other subjective coefficients, and available at https://link.springer.com/book/9789811933509,
DOI: 10.1007/978-981-19-3351-6.
Best regards.
Yours
M. Zheng
Article Parameter optimization for enhancing tribological properties...
I copy from your question : " It is a rational approch without personal or other subjective coefficient." Your suggestion is, that you do not need a personal choice. The suggestion is, that you can do without personal choice . This is only possible, when you would like to have all the Pareto optimal solutions, and even that is debatable : almost every optimization problem also includes subjective choices! In case you would like to pick one solution from the Pareto optimal surface you need again to make a choice!
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