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are, for instance, active in the fields of incidence geometry, abstract polytopes, discrete optimization, graph theory, convex polytopes, non-commutative algebra, (non-commutative) algebraic geometry, homological
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, and heterogeneity of 6G networks, for their analysis and optimization, we use tools such as artificial intelligence/machine learning, quantum conputing, graph theory, graph-signal processing, and
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applications in the field of Galois Geometry and Applications within Coding Theory and Graph Theory. Women and minorities are encouraged to apply. Academic education You will participate as co-responsible in
Searches related to graph theory
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