Topic Snapshot: My talk at the Workshop 'New developments in representation theory arising from cluster (01 Avril 2022/ April 01, 2022) Colloque des sciences mathématiques du Québec.

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Atelier/Workshop Algèbres non commutatives, théorie des représentations et fonctions spéciales/ Non-commutative My talk at the Workshop 'New developments in representation theory arising from cluster (01 Avril 2022/ April 01, 2022) Colloque des sciences mathématiques du Québec.

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  • My talk at the Workshop 'New developments in representation theory arising from cluster
  • (01 Avril 2022/ April 01, 2022) Colloque des sciences mathématiques du Québec.
  • Atelier/Workshop Algèbres non commutatives, théorie des représentations et fonctions spéciales/ Non-commutative

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Winter School JTP: Skew-gentle algebras and surface orbifolds, Claire Amiot
Sibylle Schroll: Gentle algebras, surfaces and a glimpse of homological mirror symmetry
CARW02 | Dr. Claire Amiot | Indecomposable Objects in the Derived Category of Skew-Gentle Algebra.
Claire Amiot, "Cluster categorification and applications to tilting theory, part 1"
Yu Zhou: A geometric model for the module category of a skew-gentle algebra
Claire Amiot, "Cluster categorification and applications to tilting theory, part 3"
Andrea Solotar: Some numerical invariants for gentle algebras and possible generalizations
A geometric model for the bounded derived category of a gentle algebra, Sibylle Schroll, Lecture 1
Claire Amiot, "Cluster categorification and applications to tilting theory, part 2"
Generalized cluster algebras as Caldero-Chapoton algebras of gentle algebras
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Winter School JTP: Skew-gentle algebras and surface orbifolds, Claire Amiot

Winter School JTP: Skew-gentle algebras and surface orbifolds, Claire Amiot

Read more details and related context about Winter School JTP: Skew-gentle algebras and surface orbifolds, Claire Amiot.

Sibylle Schroll: Gentle algebras, surfaces and a glimpse of homological mirror symmetry

Sibylle Schroll: Gentle algebras, surfaces and a glimpse of homological mirror symmetry

(01 Avril 2022/ April 01, 2022) Colloque des sciences mathématiques du Québec.

CARW02 | Dr. Claire Amiot | Indecomposable Objects in the Derived Category of Skew-Gentle Algebra.

CARW02 | Dr. Claire Amiot | Indecomposable Objects in the Derived Category of Skew-Gentle Algebra.

Read more details and related context about CARW02 | Dr. Claire Amiot | Indecomposable Objects in the Derived Category of Skew-Gentle Algebra..

Claire Amiot, "Cluster categorification and applications to tilting theory, part 1"

Claire Amiot, "Cluster categorification and applications to tilting theory, part 1"

Read more details and related context about Claire Amiot, "Cluster categorification and applications to tilting theory, part 1".

Yu Zhou: A geometric model for the module category of a skew-gentle algebra

Yu Zhou: A geometric model for the module category of a skew-gentle algebra

Read more details and related context about Yu Zhou: A geometric model for the module category of a skew-gentle algebra.

Claire Amiot, "Cluster categorification and applications to tilting theory, part 3"

Claire Amiot, "Cluster categorification and applications to tilting theory, part 3"

Read more details and related context about Claire Amiot, "Cluster categorification and applications to tilting theory, part 3".

Andrea Solotar: Some numerical invariants for gentle algebras and possible generalizations

Andrea Solotar: Some numerical invariants for gentle algebras and possible generalizations

Atelier/Workshop Algèbres non commutatives, théorie des représentations et fonctions spéciales/ Non-commutative

A geometric model for the bounded derived category of a gentle algebra, Sibylle Schroll, Lecture 1

A geometric model for the bounded derived category of a gentle algebra, Sibylle Schroll, Lecture 1

Read more details and related context about A geometric model for the bounded derived category of a gentle algebra, Sibylle Schroll, Lecture 1.

Claire Amiot, "Cluster categorification and applications to tilting theory, part 2"

Claire Amiot, "Cluster categorification and applications to tilting theory, part 2"

Read more details and related context about Claire Amiot, "Cluster categorification and applications to tilting theory, part 2".

Generalized cluster algebras as Caldero-Chapoton algebras of gentle algebras

Generalized cluster algebras as Caldero-Chapoton algebras of gentle algebras

My talk at the Workshop 'New developments in representation theory arising from cluster