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{-# OPTIONS_GHC -XViewPatterns #-} | |
module Derivation | |
where | |
import Control.Monad.Error | |
-- import AbstractTree | |
-- Stump definition of Expr | |
data Expr = Variable String Int | Type | Kind deriving (Eq) |
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subtype_weaken_l < Show. | |
1 subgoal | |
C : constraints | |
AT : annotatedtype | |
AT' : annotatedtype | |
H : subtype C AT AT' | |
============================ | |
forall C' : list ineq, subtype (C ++ C') AT AT' |
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Section TMP. | |
Variable A : Set. | |
Variables a b : A. | |
Definition f (n : nat) : A := | |
match n with | |
| 0 => a | |
| _ => b | |
end. |
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record Snapshot Θ a : Set where | |
constructor snapshot | |
field | |
{Δ} : StackType | |
stack : Stack Δ | |
{Γ} : Cxt | |
environment : Env Γ | |
control : Control Γ (Θ ++ Δ) (a ∷ []) |
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Require Import ZArith FMapPositive. | |
Open Scope positive. | |
(* -------- Works, but does not keep variables apart ------ *) | |
Definition const_t : Set := positive. | |
Definition var_t : Set := positive. | |
Opaque const_t var_t. | |
Inductive ex1 : Set := | |
| ex1_const : const_t -> ex1 |
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Module Type GAxioms. | |
Axiom U : Set. | |
Axiom causes : U -> U -> Prop. | |
Axiom isPartOf : U -> U -> Prop. | |
Definition S (r : U) : Prop := causes r r. | |
Definition C (r : U) : Prop := exists s, causes r s. | |
Definition O (q : U) : Prop := forall t, causes q t. | |
Axiom A1 : forall r, exists v, causes v r. |
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Module Type OpaqueSomething. | |
Parameter T : Type. | |
Parameter t : T. | |
End OpaqueSomething. | |
Module OpaqueNat : OpaqueSomething with Definition T := nat. | |
Definition T := nat. | |
Definition t := 0. | |
End OpaqueNat. |
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object GetUser: Template() { | |
var id by SqlInt | |
var name by SqlString | |
override fun query() = """ | |
(select * from users where name = $name and id = $id) | |
union | |
(select * from deleted_user where id = $id) | |
""" | |
} |