Lecture

The Nerve and Geometric Realization

In course

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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

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Official source

https://mediaspace.epfl.ch/media/0_setfu9z0

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Ontological neighbourhood

Mathematics

Mathematical logic: Set theory

Topology: Algebraic topology

Analysis: Functional analysis

Biology

Anatomy: Neuroanatomy

Zoology: Topics in zoology

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