chore(Combinatorics/SimpleGraph/Copy): replace classical Fintype.card with Nat.card#38931
chore(Combinatorics/SimpleGraph/Copy): replace classical Fintype.card with Nat.card#38931FordUniver wants to merge 17 commits into
Fintype.card with Nat.card#38931Conversation
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PR summary dab7855eaeImport changes exceeding 2%
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| File | Base Count | Head Count | Change |
|---|---|---|---|
| Mathlib.Combinatorics.SimpleGraph.Copy | 599 | 777 | +178 (+29.72%) |
Import changes for all files
| Files | Import difference |
|---|---|
13 filesMathlib.Combinatorics.SimpleGraph.Circulant Mathlib.Combinatorics.SimpleGraph.Clique Mathlib.Combinatorics.SimpleGraph.Coloring.VertexColoring Mathlib.Combinatorics.SimpleGraph.Coloring.Vertex Mathlib.Combinatorics.SimpleGraph.Coloring Mathlib.Combinatorics.SimpleGraph.CycleGraph Mathlib.Combinatorics.SimpleGraph.Hasse Mathlib.Combinatorics.SimpleGraph.Partition Mathlib.Combinatorics.SimpleGraph.Prod Mathlib.Combinatorics.SimpleGraph.Sum Mathlib.Combinatorics.SimpleGraph.Triangle.Basic Mathlib.Combinatorics.SimpleGraph.Triangle.Counting Mathlib.Combinatorics.SimpleGraph.Triangle.Tripartite |
1 |
Mathlib.Combinatorics.SimpleGraph.UnitDistance.Basic |
59 |
Mathlib.Combinatorics.SimpleGraph.Extremal.Basic |
99 |
Mathlib.Combinatorics.SimpleGraph.Copy Mathlib.Combinatorics.SimpleGraph.LineGraph |
178 |
Declarations diff (regex)
+ UnlabeledCopy
+ copyCount_eq_nat_card
+ instance : FunLike (Copy G H) V W
+ instance : IsPreorder (SimpleGraph V) IsContained
+ instance : IsPreorder (SimpleGraph V) IsIndContained
+ instance [Finite V] [Finite W] : Finite (G.Copy H)
+ instance [Finite W] : Finite (G.UnlabeledCopy H) := Subtype.finite
+ instance [IsEmpty V] : Nonempty (Copy G H) := IsContained.of_isEmpty
+ instance [IsEmpty V] : Nonempty (G.UnlabeledCopy H)
+ instance [IsEmpty V] : Subsingleton (G.UnlabeledCopy H)
+ le_card_edgeFinset_killCopies_add_unlabeledCopyCount
+ toEmbedding_apply
+ topEmbedding_apply
+ uniqueUnlabeledCopyBot
+ unlabeledCopyCount
+ unlabeledCopyCount_bot
+ unlabeledCopyCount_eq_card_image_copyToSubgraph
+ unlabeledCopyCount_eq_nat_card
+ unlabeledCopyCount_eq_zero
+ unlabeledCopyCount_le_copyCount
+ unlabeledCopyCount_of_isEmpty
+ unlabeledCopyCount_pos
- copyCount_bot
- copyCount_le_labelledCopyCount
- instance : FunLike (Copy A B) α β
- instance : IsPreorder (SimpleGraph α) IsContained
- instance : IsPreorder (SimpleGraph α) IsIndContained
- le_card_edgeFinset_killCopies_add_copyCount
You can run this locally as follows
## from your `mathlib4` directory:
git clone https://github.com/leanprover-community/mathlib-ci.git ../mathlib-ci
## summary with just the declaration names:
../mathlib-ci/scripts/pr_summary/declarations_diff.sh <optional_commit>
## more verbose report:
../mathlib-ci/scripts/pr_summary/declarations_diff.sh long <optional_commit>The doc-module for scripts/pr_summary/declarations_diff.sh in the mathlib-ci repository contains some details about this script.
Declarations diff (Lean -- pending)
Computed after the build finishes.
No changes to strong technical debt.
Decrease in weak tech debt: (relative, absolute) = (1.00, 0.00)
| Current number | Change | Type (weak) |
|---|---|---|
| 5012 | -1 | exposed public sections |
Current commit dab7855eae
Reference commit 47550252e7
This script lives in the mathlib-ci repository. To run it locally, from your mathlib4 directory:
git clone https://github.com/leanprover-community/mathlib-ci.git ../mathlib-ci
../mathlib-ci/scripts/reporting/technical-debt-metrics.sh pr_summary
- The
relativevalue is the weighted sum of the differences with weight given by the inverse of the current value of the statistic. - The
absolutevalue is therelativevalue divided by the total sum of the inverses of the current values (i.e. the weighted average of the differences).
✅ PR Title Formatted CorrectlyThe title of this PR has been updated to match our commit style conventions. |
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This PR/issue depends on: |
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I think the parts about copies should be split to a separate file to avoid the import increase. |
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This pull request is now in draft mode. No active bors state needed cleanup. While this PR remains draft, bors will ignore commands on this PR. Mark it ready for review before using commands like |
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This pull request has conflicts, please merge |
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Fintype.card with Nat.card
Adds `abbrev Sub A B := {B' : B.Subgraph // Nonempty (A ≃g B'.coe)}`, the
subtype of `SimpleGraph.Subgraph`s of `B` isomorphic to `A`. Redefines
`copyCount G H` via `Fintype.card (H.Sub G)`, replacing the previous inline
filter-set body, and rewrites the affected proofs (`copyCount_eq_zero`,
`copyCount_pos`, `copyCount_le_labelledCopyCount`, `copyCount_bot`,
`le_card_edgeFinset_killCopies`) to use `Sub` directly.
The singleton-empty-subgraph reasoning previously inlined in `copyCount_bot`'s
proof is factored out as `instance uniqueSubBot (G : SimpleGraph V) :
Unique ((⊥ : SimpleGraph V).Sub G)`, making `copyCount_bot` a one-liner via
`Fintype.card_unique`. The cardinality proof inside the instance stays inline
to keep the introduction minimal — extraction to a separate private helper
and the rename to `_emptyGraph` per the convention from leanprover-community#23838 (and adopted
in `AdjMatrix.lean`) happen in the next PR.
Drops `copyCount_eq_card_image_copyToSubgraph` (the legacy bridge between the
filter-set and Finset.image-of-Copy.toSubgraph forms) — unused after the
type-form refactor.
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…copyToSubgraph as deprecated Restores the exact statement of the legacy bridge lemma dropped when copyCount was redefined via UnlabeledCopy, now carrying @[deprecated] (since 2026-07-12) per review, with a proof against the new Fintype.card (H.UnlabeledCopy G) body.
…y graph variables Aligns the labelled/unlabelled naming in `Copy.lean` so that the type `Copy G H` (labelled, injective hom from `G` into `H`) is paired with the count `H.copyCount G` (labelled count, host-first per mathlib op convention) and the `UnlabeledCopy G H` carrier (introduced in the previous PR) is paired with the count `H.unlabeledCopyCount G`. Also unifies the graph-variable letters: the `A B C` set that was local to `Copy.lean` is dropped in favour of mathlib's wider `G H I` convention, with `α β γ` → `V W X` correspondingly. Within the new convention `G` is the guest (pattern, contained side) and `H` is the host (container), matching `G ⊑ H` and the hom direction `G →g H`. Types are guest-first (`Copy G H`, `UnlabeledCopy G H`); operations are host-first via dot notation (`H.copyCount G`, `H.unlabeledCopyCount G`, `H.killCopies G`). This matches the existing mathlib convention split (hom types use source-first, host-side operations use the host as the dot-notation receiver). Changes: * Rename `labelledCopyCount → copyCount` (with British `@[deprecated]` alias `labelledCopyCount`). The previous `copyCount → unlabeledCopyCount` rename has no alias — `copyCount` is reassigned to mean the labelled count. Same for the `_of_isEmpty` / `_eq_zero` / `_pos` lemma families. * Rename `copyCount_bot → unlabeledCopyCount_bot` (count name rename only; `_bot` spelling preserved per @SnirBroshi). * Unify `A B C / α β γ` to `G H I / V W X` throughout. Variable block follows the mathlib convention (cf. `SimpleGraph/Maps.lean`): subscripted names (`G₁ G₂ G₃`) for same-vertex-type variants used in `≤` chains and `ofLE`; primed names (`G'`, `H'`) on independent universes (`V'`, `W'`) for the cross-universe variants used in `isContained_congr` / `free_congr` (and their `_left` / `_right` partial-iso forms). This preserves the universe polymorphism the old `A B C / α β γ` block provided implicitly and that `Extremal/Basic.lean` (line 96, `← free_congr .refl (.map e G)`) relies on. * Fix the docstring direction on `IsContained.trans` and `.trans'`: the previous wording ("`G` contains `H`") read the relation backwards relative to the lemma signature (`G ⊑ H` means `G` is contained in `H`). * Update module docstring (`UnlabeledCopy` / `unlabeledCopyCount` bullets, logical-flow ordering, `SimpleGraph.Subgraph` cross-references); add TODOs for `homCount` and the three densities.
…th selective exposure
Replace `@[expose] public section` with a plain `public section` and
restore selective `@[expose]` on only the declarations that need
cross-module reduction:
* `Copy.toEmbedding`, `Copy.id`, `Copy.ofLE`, `Copy.topEmbedding` — the
small constructive copy `def`s, kept transparent so consumers can
elaborate against them by reducing.
* `copyCount`, `subCount` — the noncomputable counts. These need to be
exposed so downstream files (e.g. the upcoming `InducedCopy.lean` in
feat/ind-copy-count) can prove bridging inequalities like
`embCount_le_copyCount` and `indSubCount_le_subCount` directly via
`Nat.card_le_card_of_injective`.
Also:
* Inline the `@[simps!]` projections of `Copy.topEmbedding` into a manual
`@[simp] lemma topEmbedding_apply` (and similarly for `Copy.toEmbedding`).
The auto-generated `simps` form attached to `@[simps!]` was opaque to
cross-module simp; the manual form is small enough to ship as a one-line
named lemma. The body of `topEmbedding` is also tightened from
`fun {v w} ↦ ⟨fun h ↦ by simpa using h.ne, _⟩` to
`fun {_ _} ↦ ⟨fun h ↦ f.injective.ne_iff.mp h.ne, _⟩`.
* `IsIndContained` switches from `def` to `abbrev`, since the body
`Nonempty (G ↪g H)` is small and downstream Lean elaboration benefits
from automatic unfolding here.
…yCount to Nat.card * `copyCount` and `unlabeledCopyCount` redefined via `Nat.card` instead of `Fintype.card`. * `Fintype` hypotheses weakened to `Finite` throughout (`copyCount_eq_zero`, `copyCount_pos`, `unlabeledCopyCount_eq_zero`, `unlabeledCopyCount_pos`, `unlabeledCopyCount_le_copyCount`, `uniqueUnlabeledCopyBot`, `unlabeledCopyCount_bot`, `unlabeledCopyCount_of_isEmpty`, `bot_isContained_iff_card_le`, `le_card_edgeFinset_killCopies`, `le_card_edgeFinset_killCopies_add_unlabeledCopyCount`). * `bot_isContained_iff_card_le`: `Fintype.card → Nat.card`. * New `Finite (G.Copy H)` instance (sibling to the existing `Fintype` instance). * New `Nonempty (Copy G H)` instance for `[IsEmpty V]`, used to give a one-line `copyCount_of_isEmpty` proof via `Nat.card_unique`. * New `copyCount_eq_nat_card` and `unlabeledCopyCount_eq_nat_card` bridge lemmas exposing the underlying `Nat.card`, intended as the public characterisation since the count bodies are deliberately not `@[expose]`d. * New private `Nonempty` / `Subsingleton` instances on `G.UnlabeledCopy H` for `[IsEmpty V]`, used to give a one-line `unlabeledCopyCount_of_isEmpty` proof via `Nat.card_unique`. * `le_card_edgeFinset_killCopies` proof simplified accordingly.
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This pull request has conflicts, please merge |
…of of copyCount_le_labelledCopyCount
Replaces definitions of
copyCountandunlabeledCopyCountwithNat.cardinstead ofFintype.cardas well as severalFintypeoccurrences withFinite. The body ofuniqueUnlabeledCopyBotis restructured to useFinite.injective_iff_surjectivesince theFintype.card_congrroute no longer applies under the weakened[Finite W]hypothesis. Adds publiccopyCount_eq_nat_cardandunlabeledCopyCount_eq_nat_cardbridge lemmas so downstream files can characterize the counts (e.g. forNat.card_le_card_of_injectivebridging inInducedCopy.lean) without unfolding.Co-authored-by: Malte Jackisch 45597826+MaltyBlanket@users.noreply.github.com
Step 4/5 of the
Copy/InducedCopyrefactor-feat stack.As suggested in #38631 by @SnirBroshi and @YaelDillies. I went with
NatoverENatbased on Yael's preference (but I think that could easily be changed toENat). Quite a bit of churn was needed as a consequence.@[expose]with selective exposure #38843Diff for the changes just in this PR over its predecessor: link