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Spectral Schemes

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Higher geometry

Higher algebra

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This studies the theory of generalized scheme whose structure sheaf takes values in E-∞ ring-spectra. Hence structured (∞,1)-toposes in E-∞ geometry.

See at E-∞ scheme.

See also

Contents

1. Sheaves of spectra

2. Spectral schemes

3. Coherent \infty-Topoi

4. Deligne’s completeness theorem

5. Flat descent

6. Flat descent for modules

7. Digression: Henselian rings

8. Spectral Deligne-Mumford stacks

9. Comparison results

category: reference

Revised on February 3, 2014 13:16:55 by Urs Schreiber (89.204.130.154)