Algèbre et structures oligomorphes // Algebra and oligomorphic structures
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ABG-136613
ADUM-71310 |
Thesis topic | |
| 2026-03-12 | Public funding alone (i.e. government, region, European, international organization research grant) |
Université de Bordeaux
Talence cedex - Nouvelle Aquitaine - France
Algèbre et structures oligomorphes // Algebra and oligomorphic structures
- Computer science
Structures oligormorphes, Espaces vectoriels de dimension orbite-finie, Ideaux de polynômes
Oligomorphic structures , Orbit-finite dimensional vector spaces, Polynomial ideals
Oligomorphic structures , Orbit-finite dimensional vector spaces, Polynomial ideals
Topic description
Nous proposons un sujet de recherche en informatique théorique, axé sur l'étude de structures algébriques (espaces vectoriels, anneaux de polynômes) sur les structures oligomorphes. Ces objets sont des structures infinies dotées de riches propriétés de symétrie, utiles pour la modélisation de problèmes de calcul manipulant des domaines de données infinis. Le développement d'outils algébriques dans ce contexte trouve de nombreuses applications en vérification et soulève des questions intéressantes en théorie des modèles.
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We propose a research subject in the area of theoretical computer science and algebra, focusing on the study of algebra over oligomorphic structures. Here, oligomorphic structures are understood as infinite structures with rich symmetry properties, that find use in modeling computational problems manipulating infinite data domains. Developing algebraic tools in such contexts finds numerous applications in verification, and yields interesting questions in model theory.
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Début de la thèse : 01/10/2026
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We propose a research subject in the area of theoretical computer science and algebra, focusing on the study of algebra over oligomorphic structures. Here, oligomorphic structures are understood as infinite structures with rich symmetry properties, that find use in modeling computational problems manipulating infinite data domains. Developing algebraic tools in such contexts finds numerous applications in verification, and yields interesting questions in model theory.
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Début de la thèse : 01/10/2026
Funding category
Public funding alone (i.e. government, region, European, international organization research grant)
Funding further details
Concours pour un contrat doctoral
Presentation of host institution and host laboratory
Université de Bordeaux
Institution awarding doctoral degree
Université de Bordeaux
Graduate school
39 Mathématiques et Informatique
Candidate's profile
Connaissances solides en théorie des modèles et algèbre
Solid knowledge in model theory and algebra
Solid knowledge in model theory and algebra
2026-05-04
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