25 lines
452 B
Text
25 lines
452 B
Text
import logic
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inductive vector (T : Type) : nat → Type :=
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| nil {} : vector T nat.zero
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| cons : T → ∀{n}, vector T n → vector T (nat.succ n)
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#projections or
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#projections and
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#projections eq.refl
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#projections eq
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#projections vector
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inductive point :=
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mk : nat → nat → point
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#projections point :: x y z
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#projections point :: x y
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#projections point :: x y
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inductive funny : nat → Type :=
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mk : Π (a : nat), funny a
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#projections funny
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