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# Spectral Sequences
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# Spectral Sequences
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Formalization project of the CMU HoTT group towards formalizing the Serre spectral sequence.
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Formalization project of the CMU HoTT group to formalize the Serre spectral sequence.
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*Update July 16*: The construction of the Serre spectral sequence has been completed. The result is `serre_convergence` in `homotopy.serre`.
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The main algebra part is in `algebra.spectral_sequence`.
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This repository also contains the contents of the MRC group on formalizing homology in Lean.
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This repository also contains the contents of the MRC group on formalizing homology in Lean.
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@ -18,7 +21,7 @@ Jeremy Avigad, Steve Awodey, Ulrik Buchholtz, Floris van Doorn, Clive Newstead,
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### Outline
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### Outline
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These projects are mostly done
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These projects are done
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- Given a sequence of spectra and maps, indexed over `ℤ`, we get an exact couple, indexed over `ℤ × ℤ`.
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- Given a sequence of spectra and maps, indexed over `ℤ`, we get an exact couple, indexed over `ℤ × ℤ`.
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- We can derive an exact couple.
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- We can derive an exact couple.
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@ -267,5 +267,4 @@ section serre
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qed
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qed
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end serre
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end serre
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end spectrum
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end spectrum
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