[Merged by Bors] - feat(Algebra/Homology/ShortComplex): cycles can be computed with a limit kernel fork#33874
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PR summary 23a3f86b32Import changes for modified filesNo significant changes to the import graph Import changes for all files
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…mit kernel fork (#33874) We make a few additions to the homology API, as it shall be necessary to formalize spectral sequences #33842. Let `S` be a short complex. The data of a kernel fork of `S.g` allows to compute `S.cycles`. Similarly, the data of a cokernel cofork of `S.f` allows to compute `S.opcycles`.
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…mit kernel fork (#33874) We make a few additions to the homology API, as it shall be necessary to formalize spectral sequences #33842. Let `S` be a short complex. The data of a kernel fork of `S.g` allows to compute `S.cycles`. Similarly, the data of a cokernel cofork of `S.f` allows to compute `S.opcycles`.
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…mit kernel fork (leanprover-community#33874) We make a few additions to the homology API, as it shall be necessary to formalize spectral sequences leanprover-community#33842. Let `S` be a short complex. The data of a kernel fork of `S.g` allows to compute `S.cycles`. Similarly, the data of a cokernel cofork of `S.f` allows to compute `S.opcycles`.
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…mit kernel fork (leanprover-community#33874) We make a few additions to the homology API, as it shall be necessary to formalize spectral sequences leanprover-community#33842. Let `S` be a short complex. The data of a kernel fork of `S.g` allows to compute `S.cycles`. Similarly, the data of a cokernel cofork of `S.f` allows to compute `S.opcycles`.
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We make a few additions to the homology API, as it shall be necessary to formalize spectral sequences #33842.
Let
Sbe a short complex. The data of a kernel fork ofS.gallows to computeS.cycles. Similarly, the data of a cokernel cofork ofS.fallows to computeS.opcycles.