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Have you ever tried to build a competitive gaming squad? You need to pick the right teammates, each with a special skill, to win the match. Well, in the scientific world, something very similar happens! Forming a research team that combines experts from different fields is a real puzzle. If a project requires a biology expert, a computer scientist, and a physicist, how do you find people who work well together?

Recently, researchers developed a high-tech method to solve this dilemma. Instead of using trial and error, they used a genetic algorithm: a type of artificial intelligence that mimics natural evolution to find the best solution. This system analyzes data from scientists' past publications to understand their skills and how they interact.

The system doesn't just look at what they know, but tries to predict if their skills fit perfectly to cover every aspect of the project. It's like having a digital coach analyzing every player's stats to build an unbeatable lineup. Tests showed that this method can find winning combinations where other systems fail, making science faster and more collaborative. Thanks to AI, the future of scientific discovery will be an even more perfect team effort!

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The core of this innovation lies in applying the NSGA-II (Non-dominated Sorting Genetic Algorithm II) to a complex combinatorial optimization problem. The problem is modeled as a 'ulti-objective weighted set cover problem'. In simple terms, the goal is to cover all project requirements (the set of subsets) using the minimum number of resources or maximizing coverage quality, balancing conflicting objectives.

The methodology is based on extracting bibliographic metadata from databases like IEEE Xplore. This data is transformed into four synthetic indicators that quantify the technical skills and interpersonal traits of the candidates. The genetic algorithm works through processes of selection, crossover, and mutation, mimicking natural selection to 'evolve' combinations of researchers. Through successive iterations, the algorithm discards less efficient combinations and retains those that offer the best multidisciplinary coverage with maximum scientific consistency. This approach outperforms traditional methods because it can handle the immense complexity arising from the vast number of possible combinations between researchers and required skills.

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Authors:
Christian-Daniel CuriacMihai MiceaTraian-Radu PloscaDaniel-Ioan CuriacAlex Doboli
Date Published:
Original Article www.mdpi.com
Fact-check verified on 27/07/2026
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Creative Commons License CC BY-NC-SA 4.0

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