Martino Borello

Martino Borello is a Maître de conférences (Associate Professor) in the Département de Mathématiques at Université Paris 8, affiliated with the UFR STN and the joint research laboratory LAGA (Laboratoire Analyse, Géométrie et Applications) with Université Paris 13. He is actively involved in research, teaching, and academic service, with dual office locations in Paris 8 and Paris 13.

Research Interests:

His primary research lies in algebraic coding theory, finite geometry, and combinatorics. He has made significant contributions to the study of self-dual codes, G-codes (quasi-cyclic codes with symmetries), minimal and intersecting codes, and rank-metric codes. His work explores deep connections with representation theory, finite geometry, and cryptography. He also investigates Euclidean lattices, the Möbius function in subgroup lattices, and arithmetic of finite fields.

Publication Trends:

His recent publications (2022–2025) show a strong focus on rank-metric and sum-rank metric codes, geometric constructions of codes, covering and blocking sets, and algebraic structures in coding. There is a clear trend toward geometric methods in coding theory, especially in characterizing minimal and covering codes. His work often involves collaboration with leading researchers across Europe.

Scientific Service:

• Organizer of the Séminaire Mathématiques Discrètes, Codes et Cryptographie (Paris 8)
• Co-organizer of multiple workshops and conference sessions, including:
• OpeRa 2024 and OpeRa 2026 (Workshops on Rank-Metric Codes)
• Session on Algebraic and Geometric Methods in Coding Theory at SIAM AG25
• Session on Algebraic Coding Theory and Cryptography at the 29th Nordic Congress of Mathematicians
• Final Workshop of the ANR Barracuda project
• Fq15 (International Conference on Finite Fields and Their Applications)

Advising and Grants:

While specific students are not listed, his extensive collaboration network and PhD supervision in coding theory suggest active advising. He is likely involved in research grants, particularly through the ANR Barracuda project and collaborations with institutions in France, Italy, Germany, and Ireland. His organization of specialized workshops indicates leadership in shaping research directions in rank-metric coding.

Labs and Teams:

He is a member of the AGC3 team (Algèbre, Géométrie, Codage, Cryptographie) within LAGA, a major research group in algebra, geometry, and coding theory. His work is deeply embedded in the French and international mathematical community.