Contact : Asseum Sonia
Catégorie : Outils de la thèse - Formations scientifiques
Langue de l'intervention : français
Nombre d'heures : 24
Min participants : 5
Max participants : 25
Nbre d'inscrits : 6
Nombre de places disponibles : 19
Public prioritaire : Aucun
Public concerné :
Doctorant(e)s
Proposé par : Ecole Doctorale Mathématiques et Informatique de Marseille
| Lieu : Campus: Luminy TPR2, Bat. TPR2, 4ème étage, Bloc 1
Mots clés : Cours ED en anglais
Début de la formation : 10 mars 2026
Fin de la formation : 31 mars 2026
Date fermeture des inscriptions :
Objectifs :
This doctoral course will focus on probabilistic aspects of quantum theory that set it apart
from classical probabilistic theories. These aspects underpin the information-theoretic and
computational applications of quantum theory. Starting from first principles, we will focus on
how these probabilistic aspects are captured by structures such as graphs, hypergraphs,
convex polytopes, and convex sets in general. The course content will include three notions
of nonclassicality for quantum correlations: Bell nonlocality [1], Kochen-Specker
contextuality [2], and generalized contextuality [3,4]. Throughout the course, I will point to
applications of these notions in contemporary quantum information and computation,
suggesting further material for a deeper exploration. This course will be accessible to
doctoral students with prior knowledge of linear algebra and probability theory.
References:
1. Bell nonlocality, by Nicolas Brunner, Daniel Cavalcanti, Stefano Pironio, Valerio
Scarani, and Stephanie Wehner, Rev. Mod. Phys. 86 , 419 (2014) .
2. Kochen-Specker contextuality, by Costantino Budroni, Adán Cabello, Otfried Gühne,
Matthias Kleinmann, and Jan-Åke Larsson, Rev. Mod. Phys. 94, 045007 (2022) .
3. Contextuality for preparations, transformations, and unsharp measurements, by R.
W. Spekkens, Phys. Rev. A 71 , 052108 (2005) .
4. Contextuality beyond the Kochen-Specker theorem, by R. Kunjwal, arXiv:1612.07250
(2016) .
Programme :
Semaine 1:
10 mars, mardi: 10h-12h (CM), 12h-13h (TD), salle 04.05
12 mars, jeudi: 10h-12h (CM), 15h-16h (TD), salle 04.03
Semaine 2:
17 mars, mardi: 10h-12h (CM), 12h-13h (TD), salle 04.05
19 mars, jeudi: 10h-12h (CM), 15h-16h (TD), salle 04.03
Semaine 3:
24 mars, mardi: 10h-12h (CM), 12h-13h (TD), salle 04.05
Semaine 4:
31 mars, mardi: 10h-12h (CM), 12h-13h (TD), salle 04.05
La formation participe à l'objectif suivant :être directement utile pour la rédaction de la thèse ou pour l’exposition écrite ou orale des travaux de recherche
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