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- Lean.TSyntax.freshIdent = do let name ← Lean.Elab.Term.mkFreshBinderName pure { raw := (Lean.mkIdent name).raw }
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def
LO.FirstOrder.Semiformula.nestFormulae
{L : Language}
{ξ : Type u_1}
{n m : ℕ}
(φ : Semiformula L ξ n)
(Ψ : Fin n → Semiformula L ξ (m + 1))
:
Semiformula L ξ m
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def
LO.FirstOrder.Semiformula.nestFormulaeFunc
{L : Language}
{ξ : Type u_1}
{n m : ℕ}
(φ : Semiformula L ξ (n + 1))
(Ψ : Fin n → Semiformula L ξ (m + 1))
:
Semiformula L ξ (m + 1)
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theorem
LO.FirstOrder.Semiformula.eval_nestFormulae
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{n m : ℕ}
{e : Fin m → M}
{φ : Semiformula L ξ n}
{Ψ : Fin n → Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulae₁
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{e : Fin m → M}
{φ : Semiformula L ξ 1}
{ψ : Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulae₂
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{e : Fin m → M}
{φ : Semiformula L ξ 2}
{ψ₁ ψ₂ : Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulae₃
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{e : Fin m → M}
{φ : Semiformula L ξ 3}
{ψ₁ ψ₂ ψ₃ : Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulae₄
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{e : Fin m → M}
{φ : Semiformula L ξ 4}
{ψ₁ ψ₂ ψ₃ ψ₄ : Semiformula L ξ (m + 1)}
:
theorem
LO.FirstOrder.Semiformula.eval_nestFormulaeFunc
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{n m : ℕ}
{z : M}
{e : Fin m → M}
{φ : Semiformula L ξ (n + 1)}
{Ψ : Fin n → Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulaeFunc₁
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{z : M}
{e : Fin m → M}
{φ : Semiformula L ξ 2}
{ψ : Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulaeFunc₂
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{z : M}
{e : Fin m → M}
{φ : Semiformula L ξ 3}
{ψ₁ ψ₂ : Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulaeFunc₃
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{z : M}
{e : Fin m → M}
{φ : Semiformula L ξ 4}
{ψ₁ ψ₂ ψ₃ : Semiformula L ξ (m + 1)}
:
@[simp]
theorem
LO.FirstOrder.Semiformula.eval_nestFormulaeFunc₄
{L : Language}
{ξ : Type u_1}
{M : Type u_2}
[s : Structure L M]
{f : ξ → M}
{m : ℕ}
{z : M}
{e : Fin m → M}
{φ : Semiformula L ξ 5}
{ψ₁ ψ₂ ψ₃ ψ₄ : Semiformula L ξ (m + 1)}
:
@[reducible, inline]
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- LO.FirstOrder.BinderNotation.quote_typeLit = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.quote_typeLit 1024 (Lean.ParserDescr.symbol "lit")
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- LO.FirstOrder.BinderNotation.quote_typeFaf = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.quote_typeFaf 1024 (Lean.ParserDescr.symbol "faf")
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- LO.FirstOrder.BinderNotation.first_order_term_ = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.first_order_term_ 1024 (Lean.ParserDescr.const `ident)
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- LO.FirstOrder.BinderNotation.first_order_term__1 = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.first_order_term__1 1022 (Lean.ParserDescr.const `num)
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- LO.FirstOrder.BinderNotation.«first_order_term⋆» = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.«first_order_term⋆» 1024 (Lean.ParserDescr.symbol "⋆")
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- LO.FirstOrder.BinderNotation.«first_order_term_²» = Lean.ParserDescr.trailingNode `LO.FirstOrder.BinderNotation.«first_order_term_²» 1024 0 (Lean.ParserDescr.symbol "²")
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- LO.FirstOrder.BinderNotation.«first_order_term_³» = Lean.ParserDescr.trailingNode `LO.FirstOrder.BinderNotation.«first_order_term_³» 1024 0 (Lean.ParserDescr.symbol "³")
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- LO.FirstOrder.BinderNotation.«first_order_term_⁴» = Lean.ParserDescr.trailingNode `LO.FirstOrder.BinderNotation.«first_order_term_⁴» 1024 0 (Lean.ParserDescr.symbol "⁴")
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- LO.FirstOrder.BinderNotation.«first_order_formula⊤» = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.«first_order_formula⊤» 1024 (Lean.ParserDescr.symbol "⊤")
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- LO.FirstOrder.BinderNotation.«first_order_formula⊥» = Lean.ParserDescr.node `LO.FirstOrder.BinderNotation.«first_order_formula⊥» 1024 (Lean.ParserDescr.symbol "⊥")
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