Mora Gine

Mora Gine is a Professor in the Department of Mathematics at the Facultat d'Informàtica de Barcelona (FIB), Universitat Politècnica de Catalunya (UPC). She is a member of the DCCG (Discrete, Combinational, and Computational Geometry) research group, where her work primarily focuses on discrete mathematics and graph theory. Her research includes contributions to metric dimension, domination in graphs, graph coloring, and geometric graphs.

Her research interests span Discrete Mathematics, Combinatorics, Computational Geometry, Graph Theory, Metric Dimension of Graphs, Dominating Sets, Graph Coloring, Geometric Graphs, Theoretical Computer Science, and Mathematics Education. She has co-authored numerous publications on topics such as resolving sets, fault-tolerant resolvability, antimagic labelings, and domination variants in specific graph classes including trees, outerplanar graphs, and grids.

The recent publications show a strong trend in structural and metric graph theory, particularly in domination and location problems. Her work often involves extremal results, algorithmic implications, and applications in network design and monitoring. She also contributes to educational innovation projects in engineering mathematics, such as the EngiMath@UPC+ initiative, which promotes blended learning in linear algebra instruction.

• Premi o reconeixement (3 instances listed in record)

Mora Gine actively collaborates with key researchers such as Carmen Hernando, Ignacio M. Pelayo, María Luz Puertas, and others in the discrete mathematics community. She has participated in multiple competitive R+D+i projects, including those funded under the Spanish State Research Plans and the HORIZON 2020 program. Her work appears in reputable journals such as Discrete Mathematics, Discussiones Mathematicae Graph Theory, Bulletin of the Malaysian Mathematical Sciences Society, and Applicable Analysis and Discrete Mathematics.

She is involved in academic service, including editorial contributions to journals like Theoretical Computer Science, Electronic Notes in Discrete Mathematics, and Information Processing Letters. Her research is supported by long-standing affiliations with UPC’s Institute of Mathematics and the DCCG group, which fosters interdisciplinary work between discrete mathematics and computational geometry.