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The spectrum of a well-generated tensor triangulated category

Fecha de inicio:

Seminario de Álgebra del IMERL

Título: The spectrum of a well-generated tensor triangulated category

Expositor: Janina Letz (Universität Bielefeld)

Resumen: In many tensor triangulated categories the thick subcategories of the compact objects and the localizing subcategories of the whole category are classified by topological spaces with the same underlying set. Examples include the derived category of a commutative noetherian ring and the stable module category of a finite group. A well-generated triangulated category is generated by a set of $\alpha$-compact objects for some regular cardinal $\alpha$. Under some mild conditions the $\alpha$-localizing subcategories of $\alpha$-compact objects are also classified by a topological space.


In my talk I explain the connection between the topological spaces classifying the thick subcategories of the compact objects, the $\alpha$-localizing subcategories of the $\alpha$-compact objects, and the localizing


This is joint work with Henning Krause.

Viernes 26/5 a las 11:15
Salón de Seminarios del IMERL y a través de Zoom

Contacto: Marco A. Pérez -

Información de acceso a Zoom / Zoom access info:

Enlace / link:

ID de reunión / Meeting ID: 850 0131 1823

Instituto o Unidad
Fecha de fin