nLab
derived moduli space

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Context

Higher geometry

higher geometry / derived geometry

Ingredients

Concepts

Constructions

Examples

Theorems

Yoneda lemma

Yoneda lemma

Ingredients

Incarnations

Properties

Universal aspects

Classification

Induced theorems

…

In higher category theory

Contents

Idea

A derived moduli space is a moduli space in the context of derived geometry.

References

Derived moduli spaces and stacks were considered in

Revised on June 27, 2011 05:59:00 by Urs Schreiber (89.204.153.65)
Edit | Back in time (3 revisions) | See changes | History | Views: Print | TeX | Source | Linked from: classifying topos, subobject classifier, representable functor, Yoneda lemma, Yoneda embedding, free cocompletion, classifying space, universal construction, Yoneda extension, co-Yoneda lemma, moduli space, Yoneda lemma for bicategories, Yoneda lemma - contents, universal principal infinity-bundle, derived moduli space, classifying morphism, contents of contents, moduli stack