Minuska.builtin.int_signature
From Minuska Require Import
prelude
spec
.
Variant IntFunSymbol :=
| int_plus
| int_minus
| int_uminus
| int_zero
| int_one
| int_eq
| int_le
| int_lt
.
Variant IntPredSymbol :=
| int_is
.
#[export]
Instance IntFunSymbol_eqdec : EqDecision IntFunSymbol.
Proof.
ltac1:(solve_decision).
Defined.
#[export]
Instance IntPredSymbol_eqdec : EqDecision IntPredSymbol.
Proof.
ltac1:(solve_decision).
Defined.
#[export]
Program Instance IntFunSymbol_fin : Finite IntFunSymbol := {|
enum := [
int_plus;
int_minus;
int_uminus;
int_zero;
int_one;
int_eq;
int_le;
int_lt
]
|}.
Next Obligation.
(repeat constructor); ltac1:(set_solver).
Qed.
Next Obligation.
destruct x; ltac1:(set_solver).
Qed.
Fail Next Obligation.
#[export]
Program Instance IntPredSymbol_fin : Finite IntPredSymbol := {|
enum := [
int_is
]
|}.
Next Obligation.
(repeat constructor); ltac1:(set_solver).
Qed.
Next Obligation.
destruct x; ltac1:(set_solver).
Qed.
Fail Next Obligation.
(* Definition int_signature : Signature := {|
FunSymbol := IntFunSymbol ;
PredSymbol := IntPredSymbol ;
|}. *)
prelude
spec
.
Variant IntFunSymbol :=
| int_plus
| int_minus
| int_uminus
| int_zero
| int_one
| int_eq
| int_le
| int_lt
.
Variant IntPredSymbol :=
| int_is
.
#[export]
Instance IntFunSymbol_eqdec : EqDecision IntFunSymbol.
Proof.
ltac1:(solve_decision).
Defined.
#[export]
Instance IntPredSymbol_eqdec : EqDecision IntPredSymbol.
Proof.
ltac1:(solve_decision).
Defined.
#[export]
Program Instance IntFunSymbol_fin : Finite IntFunSymbol := {|
enum := [
int_plus;
int_minus;
int_uminus;
int_zero;
int_one;
int_eq;
int_le;
int_lt
]
|}.
Next Obligation.
(repeat constructor); ltac1:(set_solver).
Qed.
Next Obligation.
destruct x; ltac1:(set_solver).
Qed.
Fail Next Obligation.
#[export]
Program Instance IntPredSymbol_fin : Finite IntPredSymbol := {|
enum := [
int_is
]
|}.
Next Obligation.
(repeat constructor); ltac1:(set_solver).
Qed.
Next Obligation.
destruct x; ltac1:(set_solver).
Qed.
Fail Next Obligation.
(* Definition int_signature : Signature := {|
FunSymbol := IntFunSymbol ;
PredSymbol := IntPredSymbol ;
|}. *)