fix: use fget and fset

Batteries/Data/DArray/Basic.lean

@@ -29,7 +29,7 @@ convert array items to the appropriate type when necessary.
 -- TODO: Use a structure once [lean4#2292](https://github.com/leanprover/lean4/pull/2292) is fixed.
 inductive DArray (n) (α : Fin n → Type _) where
   /-- Makes a new `DArray` with given item values. `O(n*g)` where `get i` is `O(g)`. -/
-  | mk (get : (i : Fin n) → α i)
+  | mk (fget : (i : Fin n) → α i)
 
 namespace DArray
 
@@ -40,13 +40,13 @@ private unsafe abbrev data : DArray n α → Array NonScalar := unsafeCast
 private unsafe def mkImpl (get : (i : Fin n) → α i) : DArray n α :=
   unsafeCast <| Array.ofFn fun i => (unsafeCast (get i) : NonScalar)
 
-private unsafe def getImpl (a : DArray n α) (i) : α i :=
+private unsafe def fgetImpl (a : DArray n α) (i) : α i :=
   unsafeCast <| a.data.get i.val
 
 private unsafe def ugetImpl (a : DArray n α) (i : USize) (h : i.toNat < n) : α ⟨i.toNat, h⟩ :=
   unsafeCast <| a.data.uget i lcProof
 
-private unsafe def setImpl (a : DArray n α) (i) (v : α i) : DArray n α :=
+private unsafe def fsetImpl (a : DArray n α) (i) (v : α i) : DArray n α :=
   unsafeCast <| a.data.set i (unsafeCast v) lcProof
 
 private unsafe def usetImpl (a : DArray n α) (i : USize) (h : i.toNat < n) (v : α ⟨i.toNat, h⟩) :
@@ -57,7 +57,7 @@ private unsafe def modifyFImpl [Functor f] (a : DArray n α) (i : Fin n)
   let v := unsafeCast <| a.data.get i
   -- Make sure `v` is unshared, if possible, by replacing its array entry by `box(0)`.
   let a := unsafeCast <| a.data.set i (unsafeCast ()) lcProof
-  setImpl a i <$> t v
+  fsetImpl a i <$> t v
 
 private unsafe def umodifyFImpl [Functor f] (a : DArray n α) (i : USize) (h : i.toNat < n)
     (t : α ⟨i.toNat, h⟩ → f (α ⟨i.toNat, h⟩)) : f (DArray n α) :=
@@ -84,28 +84,28 @@ instance (α : Fin n → Type _) [(i : Fin n) → Inhabited (α i)] : Inhabited
   default := mk fun _ => default
 
 /-- Gets the `DArray` item at index `i`. `O(1)`. -/
-@[implemented_by getImpl]
-protected def get : DArray n α → (i : Fin n) → α i
-  | mk get => get
+@[implemented_by fgetImpl]
+protected def fget : DArray n α → (i : Fin n) → α i
+  | mk fget => fget
 
-@[simp, inherit_doc DArray.get]
-protected abbrev getN (a : DArray n α) (i) (h : i < n := by get_elem_tactic) : α ⟨i, h⟩ :=
-  a.get ⟨i, h⟩
+@[inherit_doc DArray.fget, inline]
+protected def get (a : DArray n α) (i) (h : i < n := by get_elem_tactic) : α ⟨i, h⟩ :=
+  a.fget ⟨i, h⟩
 
 /-- Gets the `DArray` item at index `i : USize`. Slightly faster than `get`; `O(1)`. -/
 @[implemented_by ugetImpl]
 protected def uget (a : DArray n α) (i : USize) (h : i.toNat < n) : α ⟨i.toNat, h⟩ :=
-  a.get ⟨i.toNat, h⟩
+  a.fget ⟨i.toNat, h⟩
 
 private def casesOnImpl.{u} {motive : DArray n α → Sort u} (a : DArray n α)
-    (h : (get : (i : Fin n) → α i) → motive (.mk get)) : motive a :=
-  h a.get
+    (h : (fget : (i : Fin n) → α i) → motive (.mk fget)) : motive a :=
+  h a.fget
 
 attribute [implemented_by casesOnImpl] DArray.casesOn
 
 /-- Sets the `DArray` item at index `i`. `O(1)` if exclusive else `O(n)`. -/
-@[implemented_by setImpl]
-protected def set (a : DArray n α) (i : Fin n) (v : α i) : DArray n α :=
+@[implemented_by fsetImpl]
+protected def fset (a : DArray n α) (i : Fin n) (v : α i) : DArray n α :=
   mk fun j => if h : i = j then h ▸ v else a.get j
 
 /--
@@ -114,16 +114,16 @@ Slightly faster than `set` and `O(1)` if exclusive else `O(n)`.
 -/
 @[implemented_by usetImpl]
 protected def uset (a : DArray n α) (i : USize) (h : i.toNat < n) (v : α ⟨i.toNat, h⟩) :=
-  a.set ⟨i.toNat, h⟩ v
+  a.fset ⟨i.toNat, h⟩ v
 
-@[simp, inherit_doc DArray.set]
-protected abbrev setN (a : DArray n α) (i) (h : i < n := by get_elem_tactic) (v : α ⟨i, h⟩) :=
-  a.set ⟨i, h⟩ v
+@[simp, inherit_doc DArray.fset]
+protected abbrev set (a : DArray n α) (i) (h : i < n := by get_elem_tactic) (v : α ⟨i, h⟩) :=
+  a.fset ⟨i, h⟩ v
 
 /-- Modifies the `DArray` item at index `i` using transform `t` and the functor `f`. -/
 @[implemented_by modifyFImpl]
 protected def modifyF [Functor f] (a : DArray n α) (i : Fin n)
-    (t : α i → f (α i)) : f (DArray n α) := a.set i <$> t (a.get i)
+    (t : α i → f (α i)) : f (DArray n α) := a.fset i <$> t (a.fget i)
 
 /-- Modifies the `DArray` item at index `i` using transform `t`. -/
 @[inline]
@@ -143,13 +143,13 @@ protected def umodify (a : DArray n α) (i : USize) (h : i.toNat < n)
 
 /-- Copies the `DArray` to an exclusive `DArray`. `O(1)` if exclusive else `O(n)`. -/
 @[implemented_by copyImpl]
-protected def copy (a : DArray n α) : DArray n α := mk a.get
+protected def copy (a : DArray n α) : DArray n α := mk a.fget
 
 /-- Push an element onto the end of a `DArray`. `O(1)` if exclusive else `O(n)`. -/
 @[implemented_by pushImpl]
 protected def push (a : DArray n α) (v : β) :
     DArray (n+1) fun i => if h : i.val < n then α ⟨i.val, h⟩ else β :=
-  mk fun i => if h : i.val < n then dif_pos h ▸ a.get ⟨i.val, h⟩ else dif_neg h ▸ v
+  mk fun i => if h : i.val < n then dif_pos h ▸ a.fget ⟨i.val, h⟩ else dif_neg h ▸ v
 
 /-- Delete the last item of a `DArray`. `O(1)`. -/
 @[implemented_by popImpl]

Batteries/Data/DArray/Lemmas.lean

@@ -9,57 +9,58 @@ import Batteries.Data.DArray.Basic
 namespace Batteries.DArray
 
 @[ext]
-protected theorem ext : {a b : DArray n α} → (∀ i, a.get i = b.get i) → a = b
+protected theorem ext : {a b : DArray n α} → (∀ i, a.fget i = b.fget i) → a = b
   | mk _, mk _, h => congrArg _ <| funext fun i => h i
 
 @[simp]
-theorem get_mk (i : Fin n) : DArray.get (.mk init) i = init i := rfl
+theorem fget_mk (i : Fin n) : DArray.fget (.mk init) i = init i := rfl
 
-theorem set_mk {α : Fin n → Type _} {init : (i : Fin n) → α i} (i : Fin n) (v : α i) :
-    DArray.set (.mk init) i v = .mk fun j => if h : i = j then h ▸ v else init j := rfl
+theorem fset_mk {α : Fin n → Type _} {init : (i : Fin n) → α i} (i : Fin n) (v : α i) :
+    DArray.fset (.mk init) i v = .mk fun j => if h : i = j then h ▸ v else init j := rfl
 
 @[simp]
-theorem get_set (a : DArray n α) (i : Fin n) (v : α i) : (a.set i v).get i = v := by
-  simp only [DArray.get, DArray.set, dif_pos]
+theorem fget_fset (a : DArray n α) (i : Fin n) (v : α i) : (a.fset i v).fget i = v := by
+  simp only [DArray.fget, DArray.fset, dif_pos]
 
-theorem get_set_ne (a : DArray n α) (v : α i) (h : i ≠ j) : (a.set i v).get j = a.get j := by
-  simp only [DArray.get, DArray.set, dif_neg h]
+theorem fget_fset_ne (a : DArray n α) (v : α i) (h : i ≠ j) : (a.fset i v).fget j = a.fget j := by
+  simp only [DArray.fget, DArray.fset, dif_neg h]; rfl
 
 @[simp]
-theorem set_set (a : DArray n α) (i : Fin n) (v w : α i) : (a.set i v).set i w = a.set i w := by
+theorem fset_fset (a : DArray n α) (i : Fin n) (v w : α i) :
+    (a.fset i v).fset i w = a.fset i w := by
   ext j
   if h : i = j then
-    rw [← h, get_set, get_set]
+    rw [← h, fget_fset, fget_fset]
   else
-    rw [get_set_ne _ _ h, get_set_ne _ _ h, get_set_ne _ _ h]
+    rw [fget_fset_ne _ _ h, fget_fset_ne _ _ h, fget_fset_ne _ _ h]
 
-theorem get_modifyF [Functor f] [LawfulFunctor f] (a : DArray n α) (i : Fin n) (t : α i → f (α i)) :
-    (DArray.get . i) <$> a.modifyF i t = t (a.get i) := by
+theorem fget_modifyF [Functor f] [LawfulFunctor f] (a : DArray n α) (i : Fin n)
+    (t : α i → f (α i)) : (DArray.fget . i) <$> a.modifyF i t = t (a.fget i) := by
   simp [DArray.modifyF]
 
 @[simp]
-theorem get_modify (a : DArray n α) (i : Fin n) (t : α i → α i) :
-    (a.modify i t).get i = t (a.get i) := get_modifyF (f:=Id) a i t
+theorem fget_modify (a : DArray n α) (i : Fin n) (t : α i → α i) :
+    (a.modify i t).fget i = t (a.fget i) := fget_modifyF (f:=Id) a i t
 
-theorem get_modify_ne (a : DArray n α) (t : α i → α i) (h : i ≠ j) :
-    (a.modify i t).get j = a.get j := get_set_ne _ _ h
+theorem fget_modify_ne (a : DArray n α) (t : α i → α i) (h : i ≠ j) :
+    (a.modify i t).fget j = a.fget j := fget_fset_ne _ _ h
 
 @[simp]
 theorem set_modify (a : DArray n α) (i : Fin n) (t : α i → α i) (v : α i) :
-    (a.set i v).modify i t = a.set i (t v) := by
+    (a.fset i v).modify i t = a.fset i (t v) := by
   ext j
   if h : i = j then
     cases h; simp
   else
-    simp [h, get_modify_ne, get_set_ne]
+    simp [h, fget_modify_ne, fget_fset_ne]
 
 @[simp]
-theorem uget_eq_get (a : DArray n α) (i : USize) (h : i.toNat < n) :
-    a.uget i h = a.get ⟨i.toNat, h⟩ := rfl
+theorem uget_eq_fget (a : DArray n α) (i : USize) (h : i.toNat < n) :
+    a.uget i h = a.fget ⟨i.toNat, h⟩ := rfl
 
 @[simp]
-theorem uset_eq_set (a : DArray n α) (i : USize) (h : i.toNat < n) (v : α ⟨i.toNat, h⟩) :
-    a.uset i h v = a.set ⟨i.toNat, h⟩ v := rfl
+theorem uset_eq_fset (a : DArray n α) (i : USize) (h : i.toNat < n) (v : α ⟨i.toNat, h⟩) :
+    a.uset i h v = a.fset ⟨i.toNat, h⟩ v := rfl
 
 @[simp]
 theorem umodifyF_eq_modifyF [Functor f] (a : DArray n α) (i : USize) (h : i.toNat < n)