[Merged by Bors] - feat(AlgebraicTopology): notation X ^[n] for cosimplicial objects#21485
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[Merged by Bors] - feat(AlgebraicTopology): notation X ^[n] for cosimplicial objects#21485
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PR summary be232b4beaImport changes for modified filesNo significant changes to the import graph Import changes for all files
Declarations diffNo declarations were harmed in the making of this PR! 🐙 You can run this locally as follows## summary with just the declaration names:
./scripts/declarations_diff.sh <optional_commit>
## more verbose report:
./scripts/declarations_diff.sh long <optional_commit>The doc-module for No changes to technical debt.You can run this locally as
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Thanks! bors merge |
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…1485) We change the notation for the `n`-th term of a cosimplicial object `X`, introducing the new notation `X ^[n]`. The previous notation `X _[n]` is also the notation used when `X` is a simplicial object. This change prevents any confusion between the two and is more in line with the established notation `Xⁿ` for cosimplicial objects (with simplicial objects denoted `Xₙ`).
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Pull request successfully merged into master. Build succeeded: |
Julian
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* origin/master: chore: update Mathlib dependencies 2025-02-06 (#21523) fix(MathlibTest/TransImports): stop inspecting the `Lean` package (#21492) style(Mathlib/Computability/Halting): `RePred` to `REPred` (#21216) feat(Data/Set/Card): add `ncard_le_encard` (#21467) feat(Order): lemmas for `Order.succ` and `Order.pred` in `Fin` (#21437) feat(LinearAlgebra/LinearIndependent): linear independence + subsingletons (#21511) feat: for continuous linear maps in a normed ring, `flip mul = mul` (#21507) chore(GroupTheory/Commutator): don't import `Ring` (#21296) chore(Data/Complex/Abs): add `protected` to results that already exists in root namespace (#21454) chore(*): `erw`s that can now become `rw`s (#21510) chore: allow create-adaptation-pr.sh to continue when bump branch already exists (#21486) feat(CategoryTheory): equivalence between `Ind C` and left exact functors from `C` to `Type` (#21430) chore: add test to TCSynth.lean (#21499) feat: the category of ind-objects satisfies the AB5 axiom (#21350) refactor(RepresentationTheory): `ConcreteCategory` instances for `Rep` (#21465) chore: split Mathlib.Order.Filter.Basic (#21403) chore: update Mathlib dependencies 2025-02-06 (#21487) chore(Cache): Add support for $MATHLIB_CACHE_DIR (#21480) feat(CategoryTheory): a closed monoidal category is an ordinary enriched category over itself (#21436) feat(AlgebraicTopology): notation X ^[n] for cosimplicial objects (#21485) chore: upgrade dependencies manually (#21484) refactor(Analysis/Normed): `ConcreteCategory` refactor for `SemiNormedGrp` (#21477) refactor(LinearAlgebra): `ConcreteCategory` instance for `QuadraticModuleCat` (#21471) refactor(MeasureTheory): `ConcreteCategory` instance for `MeasCat` (#21468) refactor(Topology/Category): clean up remaining uses of `HasForget` (#21458) refactor(CategoryTheory): `ConcreteCategory` instances for pointed types (#21470) feat(CategoryTheory/Action): `ConcreteCategory` instances for `Action` (#21462) feat(CategoryTheory): `ConcreteCategory` instance for `DifferentialObject` (#21464) feat(Analysis/Normed/Group/SeparationQuotient): add normed lifts and `mk` (#18178) chore: rename `encard_le_card` to `encard_le_encard` (#21426) feat: add theorem about the norm of cross products (#20920) feat(Data/Matroid/Circuit): circuit elimination and finitary matroids (#21172) feat(LinearAlgebra/ExteriorPower): add iMulti_family definition for product of a family of vectors (#21397)
pfaffelh
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…1485) We change the notation for the `n`-th term of a cosimplicial object `X`, introducing the new notation `X ^[n]`. The previous notation `X _[n]` is also the notation used when `X` is a simplicial object. This change prevents any confusion between the two and is more in line with the established notation `Xⁿ` for cosimplicial objects (with simplicial objects denoted `Xₙ`).
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We change the notation for the
n-th term of a cosimplicial objectX, introducing the new notationX ^[n]. The previous notationX _[n]is also the notation used whenXis a simplicial object. This change prevents any confusion between the two and is more in line with the established notationXⁿfor cosimplicial objects (with simplicial objects denotedXₙ).There may be more changes to make to the notation for (co)simplicial objects if the notation for objects of the simplex category is changed. However, this change seems fairly independent and worth considering as a standalone PR.