Lecture
The Nerve and Geometric Realization
In course
DEMO: excepteur dolor adipisicing
Adipisicing in cupidatat pariatur laboris cupidatat deserunt. Tempor consectetur non magna velit sunt elit consequat ea eiusmod fugiat et quis enim. Nulla aute ex cupidatat laborum ipsum adipisicing exercitation cillum occaecat Lorem aute commodo qui. Duis ea aute incididunt in id duis. Fugiat aute eiusmod mollit ullamco do velit anim laboris sit.
Description
This lecture explores the computation of the nerve of small categories, showing that the nerve construction commutes with products. The slides, presented by Kathryn Hess, delve into the geometric realization of nerves, discussing various aspects such as topological sets and adjoint relationships. The lecture provides insights into the relationship between nerves and geometric structures, offering a deep dive into the mathematical concepts involved.
Instructor
sit laborum
Quis dolor laboris ad irure do veniam voluptate Lorem ad duis deserunt. Fugiat eu incididunt laboris non ipsum laboris exercitation. Est amet amet do est qui. Aliqua fugiat et laborum nulla Lorem enim laborum pariatur. Nostrud consequat non voluptate sunt esse.
Official source
About this result
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.