(* ********************************************************************** *)
include "compiler/ast_type.ma".
+include "utility/utility_lemmas.ma".
(* ************************* *)
(* dimensioni degli elementi *)
napply (refl_eq ??).
nqed.
-nlemma asttype_destruct_struc_struct : ∀b1,b2.AST_TYPE_STRUCT b1 = AST_TYPE_STRUCT b2 → b1 = b2.
+nlemma asttype_destruct_struct_struct : ∀b1,b2.AST_TYPE_STRUCT b1 = AST_TYPE_STRUCT b2 → b1 = b2.
#b1; #b2; #H;
nchange with (match AST_TYPE_STRUCT b2 with [ AST_TYPE_STRUCT a ⇒ b1 = a | _ ⇒ False ]);
nrewrite < H;
##]
nqed.
-...
+nlemma eqasttype_to_eq : ∀t1,t2.eq_ast_type t1 t2 = true → t1 = t2.
+ #t1;
+ napply (ast_type_index ????? t1);
+ ##[ ##1: #b1; #t2; ncases t2;
+ ##[ ##1: #b2; #H; nchange in H:(%) with ((eq_ast_base_type b1 b2) = true);
+ nrewrite > (eqastbasetype_to_eq b1 b2 H);
+ napply (refl_eq ??)
+ ##| ##2: #st2; #n2; nnormalize; #H; napply (bool_destruct ??? H)
+ ##| ##3: #nl2; nnormalize; #H; napply (bool_destruct ??? H)
+ ##]
+ ##| ##2: #st1; #n1; #H; #t2; ncases t2;
+ ##[ ##2: #st2; #n2; #H1; nchange in H1:(%) with (((eq_ast_type st1 st2)⊗(eq_nat n1 n2)) = true);
+ nrewrite > (H st2 (andb_true_true_l ?? H1));
+ nrewrite > (eqnat_to_eq n1 n2 (andb_true_true_r ?? H1));
+ napply (refl_eq ??)
+ ##| ##1: #b2; nnormalize; #H1; napply (bool_destruct ??? H1)
+ ##| ##3: #nl2; nnormalize; #H1; napply (bool_destruct ??? H1)
+ ##]
+ ##| ##3: #hh1; #H; #t2; ncases t2;
+ ##[ ##3: #nl2; ncases nl2;
+ ##[ ##1: #hh2; #H1; nchange in H1:(%) with ((eq_ast_type hh1 hh2) = true);
+ nrewrite > (H hh2 H1);
+ napply (refl_eq ??)
+ ##| ##2: #hh2; #ll2; nnormalize; #H1; napply (bool_destruct ??? H1)
+ ##]
+ ##| ##1: #b2; nnormalize; #H1; napply (bool_destruct ??? H1)
+ ##| ##2: #st2; #n2; nnormalize; #H1; napply (bool_destruct ??? H1)
+ ##]
+ ##| ##4: #hh1; #ll1; #H; #H1; #t2; ncases t2;
+ ##[ ##3: #nl2; ncases nl2;
+ ##[ ##1: #hh2; nnormalize; #H2; napply (bool_destruct ??? H2)
+ ##| ##2: #hh2; #ll2; #H2; nchange in H2:(%) with (((eq_ast_type hh1 hh2)⊗(bfold_right_neList2 ? (λx,y.eq_ast_type x y) ll1 ll2)) = true);
+ nrewrite > (H hh2 (andb_true_true_l ?? H2));
+ nrewrite > (asttype_destruct_struct_struct ll1 ll2 (H1 (AST_TYPE_STRUCT ll2) (andb_true_true_r ?? H2)));
+ napply (refl_eq ??)
+ ##]
+ ##| ##1: #b2; nnormalize; #H2; napply (bool_destruct ??? H2)
+ ##| ##2: #st2; #n2; nnormalize; #H2; napply (bool_destruct ??? H2)
+ ##]
+ ##]
+nqed.
+
+nlemma eq_to_eqasttype_aux1
+ : ∀nl1,nl2.
+ ((eq_ast_type (AST_TYPE_STRUCT nl1) (AST_TYPE_STRUCT nl2)) = true) →
+ ((bfold_right_neList2 ? (λx,y.eq_ast_type x y) nl1 nl2) = true).
+ #nl1; #nl2; #H;
+ napply H.
+nqed.
+nlemma eq_to_eqasttype : ∀t1,t2.t1 = t2 → eq_ast_type t1 t2 = true.
+ #t1;
+ napply (ast_type_index ????? t1);
+ ##[ ##1: #b1; #t2; ncases t2;
+ ##[ ##1: #b2; #H; nrewrite > (asttype_destruct_base_base ?? H);
+ nchange with ((eq_ast_base_type b2 b2) = true);
+ nrewrite > (eq_to_eqastbasetype b2 b2 (refl_eq ??));
+ napply (refl_eq ??)
+ ##| ##2: #st2; #n2; #H; napply (asttype_destruct ??? H)
+ ##| ##3: #nl2; #H; napply (asttype_destruct ??? H)
+ ##]
+ ##| ##2: #st1; #n1; #H; #t2; ncases t2;
+ ##[ ##2: #st2; #n2; #H1; nchange with (((eq_ast_type st1 st2)⊗(eq_nat n1 n2)) = true);
+ nrewrite > (H st2 (asttype_destruct_array_array_1 ???? H1));
+ nrewrite > (eq_to_eqnat n1 n2 (asttype_destruct_array_array_2 ???? H1));
+ nnormalize;
+ napply (refl_eq ??)
+ ##| ##1: #b2; #H1; napply (asttype_destruct ??? H1)
+ ##| ##3: #nl2; #H1; napply (asttype_destruct ??? H1)
+ ##]
+ ##| ##3: #hh1; #H; #t2; ncases t2;
+ ##[ ##3: #nl2; ncases nl2;
+ ##[ ##1: #hh2; #H1; nchange with ((eq_ast_type hh1 hh2) = true);
+ nrewrite > (H hh2 (nelist_destruct_nil_nil ? hh1 hh2 (asttype_destruct_struct_struct ?? H1)));
+ napply (refl_eq ??)
+ ##| ##2: #hh2; #ll2; #H1; nelim (nelist_destruct_nil_cons ? hh1 hh2 ll2 (asttype_destruct_struct_struct ?? H1))
+ ##]
+ ##| ##1: #b2; #H1; napply (asttype_destruct ??? H1)
+ ##| ##2: #st2; #n2; #H1; napply (asttype_destruct ??? H1)
+ ##]
+ ##| ##4: #hh1; #ll1; #H; #H1; #t2; ncases t2;
+ ##[ ##3: #nl2; ncases nl2;
+ ##[ ##1: #hh2; #H2; nelim (nelist_destruct_cons_nil ? hh1 hh2 ll1 (asttype_destruct_struct_struct ?? H2))
+ ##| ##2: #hh2; #ll2; #H2; nchange with (((eq_ast_type hh1 hh2)⊗(bfold_right_neList2 ? (λx,y.eq_ast_type x y) ll1 ll2)) = true);
+ nrewrite > (H hh2 (nelist_destruct_cons_cons_1 ????? (asttype_destruct_struct_struct ?? H2)));
+ nrewrite > (eq_to_eqasttype_aux1 ll1 ll2 (H1 (AST_TYPE_STRUCT ll2) ?));
+ ##[ ##1: nnormalize; napply (refl_eq ??)
+ ##| ##2: nrewrite > (nelist_destruct_cons_cons_2 ????? (asttype_destruct_struct_struct ?? H2));
+ napply (refl_eq ??)
+ ##]
+ ##]
+ ##| ##1: #b2; #H2; napply (asttype_destruct ??? H2)
+ ##| ##2: #st2; #n2; #H2; napply (asttype_destruct ??? H2)
+ ##]
+ ##]
+nqed.
nlemma isbastbasetype_to_isastbasetype : ∀ast.isb_ast_base_type ast = true → is_ast_base_type ast.
#ast;
| MEM_TREE: memory_impl
| MEM_BITS: memory_impl.
-(*ndefinition memory_impl_ind : ΠP:memory_impl → Prop.P MEM_FUNC → P MEM_TREE → P MEM_BITS → Πm:memory_impl.P m ≝
-λP:memory_impl → Prop.λp:P MEM_FUNC.λp1:P MEM_TREE.λp2:P MEM_BITS.λm:memory_impl.
- match m with [ MEM_FUNC ⇒ p | MEM_TREE ⇒ p1 | MEM_BITS ⇒ p2 ].
-
-ndefinition memory_impl_rec : ΠP:memory_impl → Set.P MEM_FUNC → P MEM_TREE → P MEM_BITS → Πm:memory_impl.P m ≝
-λP:memory_impl → Set.λp:P MEM_FUNC.λp1:P MEM_TREE.λp2:P MEM_BITS.λm:memory_impl.
- match m with [ MEM_FUNC ⇒ p | MEM_TREE ⇒ p1 | MEM_BITS ⇒ p2 ].
-
-ndefinition memory_impl_rect : ΠP:memory_impl → Type.P MEM_FUNC → P MEM_TREE → P MEM_BITS → Πm:memory_impl.P m ≝
-λP:memory_impl → Type.λp:P MEM_FUNC.λp1:P MEM_TREE.λp2:P MEM_BITS.λm:memory_impl.
- match m with [ MEM_FUNC ⇒ p | MEM_TREE ⇒ p1 | MEM_BITS ⇒ p2 ].*)
-
(* ausiliario per il tipo della memoria *)
ndefinition aux_mem_type ≝
λt:memory_impl.match t with
| MEM_READ_WRITE: memory_type
| MEM_OUT_OF_BOUND: memory_type.
-(*ndefinition memory_type_ind : ΠP:memory_type → Prop.P MEM_READ_ONLY → P MEM_READ_WRITE → P MEM_OUT_OF_BOUND → Πm:memory_type.P m ≝
-λP:memory_type → Prop.λp:P MEM_READ_ONLY.λp1:P MEM_READ_WRITE.λp2:P MEM_OUT_OF_BOUND.λm:memory_type.
- match m with [ MEM_READ_ONLY ⇒ p | MEM_READ_WRITE ⇒ p1 | MEM_OUT_OF_BOUND ⇒ p2 ].
-
-ndefinition memory_type_rec : ΠP:memory_type → Set.P MEM_READ_ONLY → P MEM_READ_WRITE → P MEM_OUT_OF_BOUND → Πm:memory_type.P m ≝
-λP:memory_type → Set.λp:P MEM_READ_ONLY.λp1:P MEM_READ_WRITE.λp2:P MEM_OUT_OF_BOUND.λm:memory_type.
- match m with [ MEM_READ_ONLY ⇒ p | MEM_READ_WRITE ⇒ p1 | MEM_OUT_OF_BOUND ⇒ p2 ].
-
-ndefinition memory_type_rect : ΠP:memory_type → Type.P MEM_READ_ONLY → P MEM_READ_WRITE → P MEM_OUT_OF_BOUND → Πm:memory_type.P m ≝
-λP:memory_type → Type.λp:P MEM_READ_ONLY.λp1:P MEM_READ_WRITE.λp2:P MEM_OUT_OF_BOUND.λm:memory_type.
- match m with [ MEM_READ_ONLY ⇒ p | MEM_READ_WRITE ⇒ p1 | MEM_OUT_OF_BOUND ⇒ p2 ].
-*)
(* **************** *)
(* TIPO ARRAY DA 16 *)
(* **************** *)
T → T → T → T → T → T → T → T →
Array16T T.
-(*ndefinition Array16T_ind
- : ΠT:Type.ΠP:Array16T T → Prop.
- (Πt,t1,t2,t3,t4,t5,t6,t7,t8,t9,t10,t11,t12,t13,t14,t15.P (array_16T T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15)) → Πa:Array16T T.P a ≝
-λT:Type.λP:Array16T T → Prop.
-λf:Πt,t1,t2,t3,t4,t5,t6,t7,t8,t9,t10,t11,t12,t13,t14,t15.P (array_16T T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15).λa:Array16T T.
- match a with [ array_16T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 ⇒ f t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 ].
-
-ndefinition Array16T_rec
- : ΠT:Type.ΠP:Array16T T → Set.
- (Πt,t1,t2,t3,t4,t5,t6,t7,t8,t9,t10,t11,t12,t13,t14,t15.P (array_16T T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15)) → Πa:Array16T T.P a ≝
-λT:Type.λP:Array16T T → Set.
-λf:Πt,t1,t2,t3,t4,t5,t6,t7,t8,t9,t10,t11,t12,t13,t14,t15.P (array_16T T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15).λa:Array16T T.
- match a with [ array_16T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 ⇒ f t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 ].
-
-ndefinition Array16T_rect
- : ΠT:Type.ΠP:Array16T T → Type.
- (Πt,t1,t2,t3,t4,t5,t6,t7,t8,t9,t10,t11,t12,t13,t14,t15.P (array_16T T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15)) → Πa:Array16T T.P a ≝
-λT:Type.λP:Array16T T → Type.
-λf:Πt,t1,t2,t3,t4,t5,t6,t7,t8,t9,t10,t11,t12,t13,t14,t15.P (array_16T T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15).λa:Array16T T.
- match a with [ array_16T t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 ⇒ f t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 ].
-*)
(* abbiamo gia' gli esadecimali come tipo induttivo quindi: *)
(* posso definire un getter a matrice sull'array *)
ndefinition getn_array16T ≝
array_8T : T → T → T → T → T → T → T → T →
Array8T T.
-(*ndefinition Array8T_ind
- : ΠT:Type.ΠP:Array8T T → Prop.
- (Πt,t1,t2,t3,t4,t5,t6,t7.P (array_8T T t t1 t2 t3 t4 t5 t6 t7)) → Πa:Array8T T.P a ≝
-λT:Type.λP:Array8T T → Prop.
-λf:Πt,t1,t2,t3,t4,t5,t6,t7.P (array_8T T t t1 t2 t3 t4 t5 t6 t7).λa:Array8T T.
- match a with [ array_8T t t1 t2 t3 t4 t5 t6 t7 ⇒ f t t1 t2 t3 t4 t5 t6 t7 ].
-
-ndefinition Array8T_rec
- : ΠT:Type.ΠP:Array8T T → Set.
- (Πt,t1,t2,t3,t4,t5,t6,t7.P (array_8T T t t1 t2 t3 t4 t5 t6 t7)) → Πa:Array8T T.P a ≝
-λT:Type.λP:Array8T T → Set.
-λf:Πt,t1,t2,t3,t4,t5,t6,t7.P (array_8T T t t1 t2 t3 t4 t5 t6 t7).λa:Array8T T.
- match a with [ array_8T t t1 t2 t3 t4 t5 t6 t7 ⇒ f t t1 t2 t3 t4 t5 t6 t7 ].
-
-ndefinition Array8T_rect
- : ΠT:Type.ΠP:Array8T T → Type.
- (Πt,t1,t2,t3,t4,t5,t6,t7.P (array_8T T t t1 t2 t3 t4 t5 t6 t7)) → Πa:Array8T T.P a ≝
-λT:Type.λP:Array8T T → Type.
-λf:Πt,t1,t2,t3,t4,t5,t6,t7.P (array_8T T t t1 t2 t3 t4 t5 t6 t7).λa:Array8T T.
- match a with [ array_8T t t1 t2 t3 t4 t5 t6 t7 ⇒ f t t1 t2 t3 t4 t5 t6 t7 ].
-*)
(* abbiamo gia' gli ottali come tipo induttivo quindi: *)
(* posso definire un getter a matrice sull'array *)
ndefinition getn_array8T ≝
MC68HC05J5A: HC05_mcu_model
(*..*).
-ndefinition HC05_mcu_model_ind : ΠP:HC05_mcu_model → Prop.P MC68HC05J5A → Πh:HC05_mcu_model.P h ≝
-λP:HC05_mcu_model → Prop.λp:P MC68HC05J5A.λh:HC05_mcu_model.
- match h with [ MC68HC05J5A ⇒ p ].
-
-ndefinition HC05_mcu_model_rec : ΠP:HC05_mcu_model → Set.P MC68HC05J5A → Πh:HC05_mcu_model.P h ≝
-λP:HC05_mcu_model → Set.λp:P MC68HC05J5A.λh:HC05_mcu_model.
- match h with [ MC68HC05J5A ⇒ p ].
-
-ndefinition HC05_mcu_model_rect : ΠP:HC05_mcu_model → Type.P MC68HC05J5A → Πh:HC05_mcu_model.P h ≝
-λP:HC05_mcu_model → Type.λp:P MC68HC05J5A.λh:HC05_mcu_model.
- match h with [ MC68HC05J5A ⇒ p ].
-
(* modelli di HC08 *)
ninductive HC08_mcu_model : Type ≝
MC68HC08AB16A: HC08_mcu_model
irq_flag_HC05 : bool
}.
-(*ndefinition alu_HC05_ind :
- ΠP:alu_HC05 → Prop.(Πb,b1,w,w1,w2,w3,w4,b2,b3,b4,b5,b6,b7.P (mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7)) → Πa:alu_HC05.P a ≝
-λP:alu_HC05 → Prop.λf:Πb,b1,w,w1,w2,w3,w4,b2,b3,b4,b5,b6,b7.P (mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7).λa:alu_HC05.
- match a with [ mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7 ⇒ f b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7 ].
-
-ndefinition alu_HC05_rec :
- ΠP:alu_HC05 → Set.(Πb,b1,w,w1,w2,w3,w4,b2,b3,b4,b5,b6,b7.P (mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7)) → Πa:alu_HC05.P a ≝
-λP:alu_HC05 → Set.λf:Πb,b1,w,w1,w2,w3,w4,b2,b3,b4,b5,b6,b7.P (mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7).λa:alu_HC05.
- match a with [ mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7 ⇒ f b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7 ].
-
-ndefinition alu_HC05_rect :
- ΠP:alu_HC05 → Type.(Πb,b1,w,w1,w2,w3,w4,b2,b3,b4,b5,b6,b7.P (mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7)) → Πa:alu_HC05.P a ≝
-λP:alu_HC05 → Type.λf:Πb,b1,w,w1,w2,w3,w4,b2,b3,b4,b5,b6,b7.P (mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7).λa:alu_HC05.
- match a with [ mk_alu_HC05 b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7 ⇒ f b b1 w w1 w2 w3 w4 b2 b3 b4 b5 b6 b7 ].
-
-ndefinition acc_low_reg_HC05 ≝ λalu.match alu with [ mk_alu_HC05 x _ _ _ _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition indX_low_reg_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ x _ _ _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition sp_reg_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ x _ _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition sp_mask_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ x _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition sp_fix_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ x _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition pc_reg_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ x _ _ _ _ _ _ _ ⇒ x ].
-ndefinition pc_mask_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ x _ _ _ _ _ _ ⇒ x ].
-ndefinition h_flag_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ _ x _ _ _ _ _ ⇒ x ].
-ndefinition i_flag_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ _ _ x _ _ _ _ ⇒ x ].
-ndefinition n_flag_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ _ _ _ x _ _ _ ⇒ x ].
-ndefinition z_flag_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ _ _ _ _ x _ _ ⇒ x ].
-ndefinition c_flag_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ _ _ _ _ _ x _ ⇒ x ].
-ndefinition irq_flag_HC05 ≝ λalu.match alu with [ mk_alu_HC05 _ _ _ _ _ _ _ _ _ _ _ _ x ⇒ x ].
-*)
notation "{hvbox('A_Reg' ≝ acclow ; break 'X_Reg' ≝ indxlow ; break 'Sp_Reg' ≝ sp ; break 'Sp_Mask' ≝ spm ; break 'Sp_Fix' ≝ spf ; break 'Pc_Reg' ≝ pc ; break 'Pc_Mask' ≝ pcm ; break 'H_Flag' ≝ hfl ; break 'I_Flag' ≝ ifl ; break 'N_Flag' ≝ nfl ; break 'Z_Flag' ≝ zfl ; break 'C_Flag' ≝ cfl ; break 'IRQ_Flag' ≝ irqfl)}"
non associative with precedence 80 for
@{ 'mk_alu_HC05 $acclow $indxlow $sp $spm $spf $pc $pcm $hfl $ifl $nfl $zfl $cfl $irqfl }.
irq_flag_HC08 : bool
}.
-(*ndefinition alu_HC08_ind :
- ΠP:alu_HC08 → Prop.(Πb,b1,b2,w,w1,b3,b4,b5,b6,b7,b8,b9.P (mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9)) → Πa:alu_HC08.P a ≝
-λP:alu_HC08 → Prop.λf:Πb,b1,b2,w,w1,b3,b4,b5,b6,b7,b8,b9.P (mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9).λa:alu_HC08.
- match a with [ mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9 ⇒ f b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9 ].
-
-ndefinition alu_HC08_rec :
- ΠP:alu_HC08 → Set.(Πb,b1,b2,w,w1,b3,b4,b5,b6,b7,b8,b9.P (mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9)) → Πa:alu_HC08.P a ≝
-λP:alu_HC08 → Set.λf:Πb,b1,b2,w,w1,b3,b4,b5,b6,b7,b8,b9.P (mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9).λa:alu_HC08.
- match a with [ mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9 ⇒ f b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9 ].
-
-ndefinition alu_HC08_rect :
- ΠP:alu_HC08 → Type.(Πb,b1,b2,w,w1,b3,b4,b5,b6,b7,b8,b9.P (mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9)) → Πa:alu_HC08.P a ≝
-λP:alu_HC08 → Type.λf:Πb,b1,b2,w,w1,b3,b4,b5,b6,b7,b8,b9.P (mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9).λa:alu_HC08.
- match a with [ mk_alu_HC08 b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9 ⇒ f b b1 b2 w w1 b3 b4 b5 b6 b7 b8 b9 ].
-
-ndefinition acc_low_reg_HC08 ≝ λalu.match alu with [ mk_alu_HC08 x _ _ _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition indX_low_reg_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ x _ _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition indX_high_reg_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ x _ _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition sp_reg_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ x _ _ _ _ _ _ _ _ ⇒ x ].
-ndefinition pc_reg_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ x _ _ _ _ _ _ _ ⇒ x ].
-ndefinition v_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ x _ _ _ _ _ _ ⇒ x ].
-ndefinition h_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ _ x _ _ _ _ _ ⇒ x ].
-ndefinition i_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ _ _ x _ _ _ _ ⇒ x ].
-ndefinition n_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ _ _ _ x _ _ _ ⇒ x ].
-ndefinition z_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ _ _ _ _ x _ _ ⇒ x ].
-ndefinition c_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ _ _ _ _ _ x _ ⇒ x ].
-ndefinition irq_flag_HC08 ≝ λalu.match alu with [ mk_alu_HC08 _ _ _ _ _ _ _ _ _ _ _ x ⇒ x ].
-*)
notation "{hvbox('A_Reg' ≝ acclow ; break 'X_Reg' ≝ indxlow ; break 'H_Reg' ≝ indxhigh ; break 'Sp_Reg' ≝ sp ; break 'Pc_Reg' ≝ pc ; break 'V_Flag' ≝ vfl ; break 'H_Flag' ≝ hfl ; break 'I_Flag' ≝ ifl ; break 'N_Flag' ≝ nfl ; break 'Z_Flag' ≝ zfl ; break 'C_Flag' ≝ cfl ; break 'IRQ_Flag' ≝ irqfl)}"
non associative with precedence 80 for
@{ 'mk_alu_HC08 $acclow $indxlow $indxhigh $sp $pc $vfl $hfl $ifl $nfl $zfl $cfl $irqfl }.
c_flag_RS08 : bool
}.
-(*ndefinition alu_RS08_ind :
- ΠP:alu_RS08 → Prop.(Πb,w,w1,w2,b1,b2,b3,b4.P (mk_alu_RS08 b w w1 w2 b1 b2 b3 b4)) → Πa:alu_RS08.P a ≝
-λP:alu_RS08 → Prop.λf:Πb,w,w1,w2,b1,b2,b3,b4.P (mk_alu_RS08 b w w1 w2 b1 b2 b3 b4).λa:alu_RS08.
- match a with [ mk_alu_RS08 b w w1 w2 b1 b2 b3 b4 ⇒ f b w w1 w2 b1 b2 b3 b4 ].
-
-ndefinition alu_RS08_rec :
- ΠP:alu_RS08 → Set.(Πb,w,w1,w2,b1,b2,b3,b4.P (mk_alu_RS08 b w w1 w2 b1 b2 b3 b4)) → Πa:alu_RS08.P a ≝
-λP:alu_RS08 → Set.λf:Πb,w,w1,w2,b1,b2,b3,b4.P (mk_alu_RS08 b w w1 w2 b1 b2 b3 b4).λa:alu_RS08.
- match a with [ mk_alu_RS08 b w w1 w2 b1 b2 b3 b4 ⇒ f b w w1 w2 b1 b2 b3 b4 ].
-
-ndefinition alu_RS08_rect :
- ΠP:alu_RS08 → Type.(Πb,w,w1,w2,b1,b2,b3,b4.P (mk_alu_RS08 b w w1 w2 b1 b2 b3 b4)) → Πa:alu_RS08.P a ≝
-λP:alu_RS08 → Type.λf:Πb,w,w1,w2,b1,b2,b3,b4.P (mk_alu_RS08 b w w1 w2 b1 b2 b3 b4).λa:alu_RS08.
- match a with [ mk_alu_RS08 b w w1 w2 b1 b2 b3 b4 ⇒ f b w w1 w2 b1 b2 b3 b4 ].
-
-ndefinition acc_low_reg_RS08 ≝ λalu.match alu with [ mk_alu_RS08 x _ _ _ _ _ _ _ ⇒ x ].
-ndefinition pc_reg_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ x _ _ _ _ _ _ ⇒ x ].
-ndefinition pc_mask_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ _ x _ _ _ _ _ ⇒ x ].
-ndefinition spc_reg_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ _ _ x _ _ _ _ ⇒ x ].
-ndefinition x_map_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ _ _ _ x _ _ _ ⇒ x ].
-ndefinition ps_map_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ _ _ _ _ x _ _ ⇒ x ].
-ndefinition z_flag_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ _ _ _ _ _ x _ ⇒ x ].
-ndefinition c_flag_RS08 ≝ λalu.match alu with [ mk_alu_RS08 _ _ _ _ _ _ _ x ⇒ x ].
-*)
notation "{hvbox('A_Reg' ≝ acclow ; break 'Pc_Reg' ≝ pc ; break 'Pc_Mask' ≝ pcm ; break 'Spc_Reg' ≝ spc ; break 'X_Map' ≝ xm ; break 'Ps_Map' ≝ psm ; break 'Z_Flag' ≝ zfl ; break 'C_Flag' ≝ cfl)}"
non associative with precedence 80 for
@{ 'mk_alu_RS08 $acclow $pc $pcm $spc $xm $psm $zfl $cfl }.
ninductive t_byte8 (m:mcu_type) : Type ≝
TByte : byte8 → t_byte8 m.
-(*ndefinition t_byte8_ind
- : Πm:mcu_type.ΠP:t_byte8 m → Prop.(Πb:byte8.P (TByte m b)) → Πt:t_byte8 m.P t ≝
-λm:mcu_type.λP:t_byte8 m → Prop.λf:Πb:byte8.P (TByte m b).λt:t_byte8 m.
- match t with [ TByte (b:byte8) ⇒ f b ].
-
-ndefinition t_byte8_rec
- : Πm:mcu_type.ΠP:t_byte8 m → Set.(Πb:byte8.P (TByte m b)) → Πt:t_byte8 m.P t ≝
-λm:mcu_type.λP:t_byte8 m → Set.λf:Πb:byte8.P (TByte m b).λt:t_byte8 m.
- match t with [ TByte (b:byte8) ⇒ f b ].
-
-ndefinition t_byte8_rect
- : Πm:mcu_type.ΠP:t_byte8 m → Type.(Πb:byte8.P (TByte m b)) → Πt:t_byte8 m.P t ≝
-λm:mcu_type.λP:t_byte8 m → Type.λf:Πb:byte8.P (TByte m b).λt:t_byte8 m.
- match t with [ TByte (b:byte8) ⇒ f b ].*)
-
nlemma tbyte8_destruct : ∀m,b1,b2.TByte m b1 = TByte m b2 → b1 = b2.
#m; #b1; #b2; #H;
nchange with (match TByte m b2 with [ TByte a ⇒ b1 = a ]);
| maSRT : ∀t.MA_check (MODE_SRT t)
.
-ndefinition instr_mode_ind
- : Πi:instr_mode.ΠP:Πj.MA_check j → Prop.
- P ? maINH → P ? maINHA → P ? maINHX → P ? maINHH → P ? maINHX0ADD → (Πb.P ? (maINHX1ADD b)) →
- (Πw.P ? (maINHX2ADD w)) → (Πb.P ? (maIMM1 b)) → (Πb.P ? (maIMM1EXT b)) → (Πw.P ? (maIMM2 w)) →
- (Πb.P ? (maDIR1 b)) → (Πw.P ? (maDIR2 w)) → P ? maIX0 → (Πb.P ? (maIX1 b)) → (Πw.P ? (maIX2 w)) →
- (Πb.P ? (maSP1 b)) → (Πw.P ? (maSP2 w)) → (Πb1,b2.P ? (maDIR1_to_DIR1 b1 b2)) →
- (Πb1,b2.P ? (maIMM1_to_DIR1 b1 b2)) → (Πb.P ? (maIX0p_to_DIR1 b)) → (Πb.P ? (maDIR1_to_IX0p b)) →
- (Πb.P ? (maINHA_and_IMM1 b)) → (Πb.P ? (maINHX_and_IMM1 b)) → (Πb1,b2.P ? (maIMM1_and_IMM1 b1 b2)) →
- (Πb1,b2.P ? (maDIR1_and_IMM1 b1 b2)) → (Πb.P ? (maIX0_and_IMM1 b)) → (Πb.P ? (maIX0p_and_IMM1 b)) →
- (Πb1,b2.P ? (maIX1_and_IMM1 b1 b2)) → (Πb1,b2.P ? (maIX1p_and_IMM1 b1 b2)) → (Πb1,b2.P ? (maSP1_and_IMM1 b1 b2)) →
- (Πn,b.P ? ((maDIRn n) b)) → (Πn,b1,b2.P ? ((maDIRn_and_IMM1 n) b1 b2)) → (Πe.P ? (maTNY e)) → (Πt.P ? (maSRT t)) →
- Πma:MA_check i.P i ma ≝
-λi:instr_mode.λP:Πj.MA_check j → Prop.
-λp:P ? maINH.λp1:P ? maINHA.λp2:P ? maINHX.λp3:P ? maINHH.λp4:P ? maINHX0ADD.
-λf:Πb.P ? (maINHX1ADD b).λf1:Πw.P ? (maINHX2ADD w).λf2:Πb.P ? (maIMM1 b).λf3:Πb.P ? (maIMM1EXT b).
-λf4:Πw.P ? (maIMM2 w).λf5:Πb.P ? (maDIR1 b).λf6:Πw.P ? (maDIR2 w).λp5:P ? maIX0.
-λf7:Πb.P ? (maIX1 b).λf8:Πw.P ? (maIX2 w).λf9:Πb.P ? (maSP1 b).λf10:Πw.P ? (maSP2 w).
-λf11:Πb1,b2.P ? (maDIR1_to_DIR1 b1 b2).λf12:Πb1,b2.P ? (maIMM1_to_DIR1 b1 b2).
-λf13:Πb.P ? (maIX0p_to_DIR1 b).λf14:Πb.P ? (maDIR1_to_IX0p b).λf15:Πb.P ? (maINHA_and_IMM1 b).
-λf16:Πb.P ? (maINHX_and_IMM1 b).λf17:Πb1,b2.P ? (maIMM1_and_IMM1 b1 b2).
-λf18:Πb1,b2.P ? (maDIR1_and_IMM1 b1 b2).λf19:Πb.P ? (maIX0_and_IMM1 b).
-λf20:Πb.P ? (maIX0p_and_IMM1 b).λf21:Πb1,b2.P ? (maIX1_and_IMM1 b1 b2).
-λf22:Πb1,b2.P ? (maIX1p_and_IMM1 b1 b2).λf23:Πb1,b2.P ? (maSP1_and_IMM1 b1 b2).
-λf24:Πn,b.P ? ((maDIRn n) b).λf25:Πn,b1,b2.P ? ((maDIRn_and_IMM1 n) b1 b2).
-λf26:Πe.P ? (maTNY e).λf27:Πt.P ? (maSRT t).λma:MA_check i.
- match ma with
- [ maINH ⇒ p | maINHA ⇒ p1 | maINHX ⇒ p2 | maINHH ⇒ p3 | maINHX0ADD ⇒ p4
- | maINHX1ADD b ⇒ f b | maINHX2ADD w ⇒ f1 w | maIMM1 b ⇒ f2 b | maIMM1EXT b ⇒ f3 b
- | maIMM2 w ⇒ f4 w | maDIR1 b ⇒ f5 b | maDIR2 w ⇒ f6 w | maIX0 ⇒ p5 | maIX1 b ⇒ f7 b
- | maIX2 w ⇒ f8 w | maSP1 b ⇒ f9 b | maSP2 w ⇒ f10 w | maDIR1_to_DIR1 b1 b2 ⇒ f11 b1 b2
- | maIMM1_to_DIR1 b1 b2 ⇒ f12 b1 b2 | maIX0p_to_DIR1 b ⇒ f13 b | maDIR1_to_IX0p b ⇒ f14 b
- | maINHA_and_IMM1 b ⇒ f15 b | maINHX_and_IMM1 b ⇒ f16 b | maIMM1_and_IMM1 b1 b2 ⇒ f17 b1 b2
- | maDIR1_and_IMM1 b1 b2 ⇒ f18 b1 b2 | maIX0_and_IMM1 b ⇒ f19 b | maIX0p_and_IMM1 b ⇒ f20 b
- | maIX1_and_IMM1 b1 b2 ⇒ f21 b1 b2 | maIX1p_and_IMM1 b1 b2 ⇒ f22 b1 b2 | maSP1_and_IMM1 b1 b2 ⇒ f23 b1 b2
- | maDIRn n b ⇒ f24 n b | maDIRn_and_IMM1 n b1 b2 ⇒ f25 n b1 b2 | maTNY e ⇒ f26 e | maSRT t ⇒ f27 t ].
-
-(*ndefinition instr_mode_rec
- : Πi:instr_mode.ΠP:Πj.MA_check j → Set.
- P ? maINH → P ? maINHA → P ? maINHX → P ? maINHH → P ? maINHX0ADD → (Πb.P ? (maINHX1ADD b)) →
- (Πw.P ? (maINHX2ADD w)) → (Πb.P ? (maIMM1 b)) → (Πb.P ? (maIMM1EXT b)) → (Πw.P ? (maIMM2 w)) →
- (Πb.P ? (maDIR1 b)) → (Πw.P ? (maDIR2 w)) → P ? maIX0 → (Πb.P ? (maIX1 b)) → (Πw.P ? (maIX2 w)) →
- (Πb.P ? (maSP1 b)) → (Πw.P ? (maSP2 w)) → (Πb1,b2.P ? (maDIR1_to_DIR1 b1 b2)) →
- (Πb1,b2.P ? (maIMM1_to_DIR1 b1 b2)) → (Πb.P ? (maIX0p_to_DIR1 b)) → (Πb.P ? (maDIR1_to_IX0p b)) →
- (Πb.P ? (maINHA_and_IMM1 b)) → (Πb.P ? (maINHX_and_IMM1 b)) → (Πb1,b2.P ? (maIMM1_and_IMM1 b1 b2)) →
- (Πb1,b2.P ? (maDIR1_and_IMM1 b1 b2)) → (Πb.P ? (maIX0_and_IMM1 b)) → (Πb.P ? (maIX0p_and_IMM1 b)) →
- (Πb1,b2.P ? (maIX1_and_IMM1 b1 b2)) → (Πb1,b2.P ? (maIX1p_and_IMM1 b1 b2)) → (Πb1,b2.P ? (maSP1_and_IMM1 b1 b2)) →
- (Πn,b.P ? ((maDIRn n) b)) → (Πn,b1,b2.P ? ((maDIRn_and_IMM1 n) b1 b2)) → (Πe.P ? (maTNY e)) → (Πt.P ? (maSRT t)) →
- Πma:MA_check i.P i ma ≝
-λi:instr_mode.λP:Πj.MA_check j → Set.
-λp:P ? maINH.λp1:P ? maINHA.λp2:P ? maINHX.λp3:P ? maINHH.λp4:P ? maINHX0ADD.
-λf:Πb.P ? (maINHX1ADD b).λf1:Πw.P ? (maINHX2ADD w).λf2:Πb.P ? (maIMM1 b).λf3:Πb.P ? (maIMM1EXT b).
-λf4:Πw.P ? (maIMM2 w).λf5:Πb.P ? (maDIR1 b).λf6:Πw.P ? (maDIR2 w).λp5:P ? maIX0.
-λf7:Πb.P ? (maIX1 b).λf8:Πw.P ? (maIX2 w).λf9:Πb.P ? (maSP1 b).λf10:Πw.P ? (maSP2 w).
-λf11:Πb1,b2.P ? (maDIR1_to_DIR1 b1 b2).λf12:Πb1,b2.P ? (maIMM1_to_DIR1 b1 b2).
-λf13:Πb.P ? (maIX0p_to_DIR1 b).λf14:Πb.P ? (maDIR1_to_IX0p b).λf15:Πb.P ? (maINHA_and_IMM1 b).
-λf16:Πb.P ? (maINHX_and_IMM1 b).λf17:Πb1,b2.P ? (maIMM1_and_IMM1 b1 b2).
-λf18:Πb1,b2.P ? (maDIR1_and_IMM1 b1 b2).λf19:Πb.P ? (maIX0_and_IMM1 b).
-λf20:Πb.P ? (maIX0p_and_IMM1 b).λf21:Πb1,b2.P ? (maIX1_and_IMM1 b1 b2).
-λf22:Πb1,b2.P ? (maIX1p_and_IMM1 b1 b2).λf23:Πb1,b2.P ? (maSP1_and_IMM1 b1 b2).
-λf24:Πn,b.P ? ((maDIRn n) b).λf25:Πn,b1,b2.P ? ((maDIRn_and_IMM1 n) b1 b2).
-λf26:Πe.P ? (maTNY e).λf27:Πt.P ? (maSRT t).λma:MA_check i.
- match ma with
- [ maINH ⇒ p | maINHA ⇒ p1 | maINHX ⇒ p2 | maINHH ⇒ p3 | maINHX0ADD ⇒ p4
- | maINHX1ADD b ⇒ f b | maINHX2ADD w ⇒ f1 w | maIMM1 b ⇒ f2 b | maIMM1EXT b ⇒ f3 b
- | maIMM2 w ⇒ f4 w | maDIR1 b ⇒ f5 b | maDIR2 w ⇒ f6 w | maIX0 ⇒ p5 | maIX1 b ⇒ f7 b
- | maIX2 w ⇒ f8 w | maSP1 b ⇒ f9 b | maSP2 w ⇒ f10 w | maDIR1_to_DIR1 b1 b2 ⇒ f11 b1 b2
- | maIMM1_to_DIR1 b1 b2 ⇒ f12 b1 b2 | maIX0p_to_DIR1 b ⇒ f13 b | maDIR1_to_IX0p b ⇒ f14 b
- | maINHA_and_IMM1 b ⇒ f15 b | maINHX_and_IMM1 b ⇒ f16 b | maIMM1_and_IMM1 b1 b2 ⇒ f17 b1 b2
- | maDIR1_and_IMM1 b1 b2 ⇒ f18 b1 b2 | maIX0_and_IMM1 b ⇒ f19 b | maIX0p_and_IMM1 b ⇒ f20 b
- | maIX1_and_IMM1 b1 b2 ⇒ f21 b1 b2 | maIX1p_and_IMM1 b1 b2 ⇒ f22 b1 b2 | maSP1_and_IMM1 b1 b2 ⇒ f23 b1 b2
- | maDIRn n b ⇒ f24 n b | maDIRn_and_IMM1 n b1 b2 ⇒ f25 n b1 b2 | maTNY e ⇒ f26 e | maSRT t ⇒ f27 t ].
-
-ndefinition instr_mode_rect
- : Πi:instr_mode.ΠP:Πj.MA_check j → Type.
- P ? maINH → P ? maINHA → P ? maINHX → P ? maINHH → P ? maINHX0ADD → (Πb.P ? (maINHX1ADD b)) →
- (Πw.P ? (maINHX2ADD w)) → (Πb.P ? (maIMM1 b)) → (Πb.P ? (maIMM1EXT b)) → (Πw.P ? (maIMM2 w)) →
- (Πb.P ? (maDIR1 b)) → (Πw.P ? (maDIR2 w)) → P ? maIX0 → (Πb.P ? (maIX1 b)) → (Πw.P ? (maIX2 w)) →
- (Πb.P ? (maSP1 b)) → (Πw.P ? (maSP2 w)) → (Πb1,b2.P ? (maDIR1_to_DIR1 b1 b2)) →
- (Πb1,b2.P ? (maIMM1_to_DIR1 b1 b2)) → (Πb.P ? (maIX0p_to_DIR1 b)) → (Πb.P ? (maDIR1_to_IX0p b)) →
- (Πb.P ? (maINHA_and_IMM1 b)) → (Πb.P ? (maINHX_and_IMM1 b)) → (Πb1,b2.P ? (maIMM1_and_IMM1 b1 b2)) →
- (Πb1,b2.P ? (maDIR1_and_IMM1 b1 b2)) → (Πb.P ? (maIX0_and_IMM1 b)) → (Πb.P ? (maIX0p_and_IMM1 b)) →
- (Πb1,b2.P ? (maIX1_and_IMM1 b1 b2)) → (Πb1,b2.P ? (maIX1p_and_IMM1 b1 b2)) → (Πb1,b2.P ? (maSP1_and_IMM1 b1 b2)) →
- (Πn,b.P ? ((maDIRn n) b)) → (Πn,b1,b2.P ? ((maDIRn_and_IMM1 n) b1 b2)) → (Πe.P ? (maTNY e)) → (Πt.P ? (maSRT t)) →
- Πma:MA_check i.P i ma ≝
-λi:instr_mode.λP:Πj.MA_check j → Type.
-λp:P ? maINH.λp1:P ? maINHA.λp2:P ? maINHX.λp3:P ? maINHH.λp4:P ? maINHX0ADD.
-λf:Πb.P ? (maINHX1ADD b).λf1:Πw.P ? (maINHX2ADD w).λf2:Πb.P ? (maIMM1 b).λf3:Πb.P ? (maIMM1EXT b).
-λf4:Πw.P ? (maIMM2 w).λf5:Πb.P ? (maDIR1 b).λf6:Πw.P ? (maDIR2 w).λp5:P ? maIX0.
-λf7:Πb.P ? (maIX1 b).λf8:Πw.P ? (maIX2 w).λf9:Πb.P ? (maSP1 b).λf10:Πw.P ? (maSP2 w).
-λf11:Πb1,b2.P ? (maDIR1_to_DIR1 b1 b2).λf12:Πb1,b2.P ? (maIMM1_to_DIR1 b1 b2).
-λf13:Πb.P ? (maIX0p_to_DIR1 b).λf14:Πb.P ? (maDIR1_to_IX0p b).λf15:Πb.P ? (maINHA_and_IMM1 b).
-λf16:Πb.P ? (maINHX_and_IMM1 b).λf17:Πb1,b2.P ? (maIMM1_and_IMM1 b1 b2).
-λf18:Πb1,b2.P ? (maDIR1_and_IMM1 b1 b2).λf19:Πb.P ? (maIX0_and_IMM1 b).
-λf20:Πb.P ? (maIX0p_and_IMM1 b).λf21:Πb1,b2.P ? (maIX1_and_IMM1 b1 b2).
-λf22:Πb1,b2.P ? (maIX1p_and_IMM1 b1 b2).λf23:Πb1,b2.P ? (maSP1_and_IMM1 b1 b2).
-λf24:Πn,b.P ? ((maDIRn n) b).λf25:Πn,b1,b2.P ? ((maDIRn_and_IMM1 n) b1 b2).
-λf26:Πe.P ? (maTNY e).λf27:Πt.P ? (maSRT t).λma:MA_check i.
- match ma with
- [ maINH ⇒ p | maINHA ⇒ p1 | maINHX ⇒ p2 | maINHH ⇒ p3 | maINHX0ADD ⇒ p4
- | maINHX1ADD b ⇒ f b | maINHX2ADD w ⇒ f1 w | maIMM1 b ⇒ f2 b | maIMM1EXT b ⇒ f3 b
- | maIMM2 w ⇒ f4 w | maDIR1 b ⇒ f5 b | maDIR2 w ⇒ f6 w | maIX0 ⇒ p5 | maIX1 b ⇒ f7 b
- | maIX2 w ⇒ f8 w | maSP1 b ⇒ f9 b | maSP2 w ⇒ f10 w | maDIR1_to_DIR1 b1 b2 ⇒ f11 b1 b2
- | maIMM1_to_DIR1 b1 b2 ⇒ f12 b1 b2 | maIX0p_to_DIR1 b ⇒ f13 b | maDIR1_to_IX0p b ⇒ f14 b
- | maINHA_and_IMM1 b ⇒ f15 b | maINHX_and_IMM1 b ⇒ f16 b | maIMM1_and_IMM1 b1 b2 ⇒ f17 b1 b2
- | maDIR1_and_IMM1 b1 b2 ⇒ f18 b1 b2 | maIX0_and_IMM1 b ⇒ f19 b | maIX0p_and_IMM1 b ⇒ f20 b
- | maIX1_and_IMM1 b1 b2 ⇒ f21 b1 b2 | maIX1p_and_IMM1 b1 b2 ⇒ f22 b1 b2 | maSP1_and_IMM1 b1 b2 ⇒ f23 b1 b2
- | maDIRn n b ⇒ f24 n b | maDIRn_and_IMM1 n b1 b2 ⇒ f25 n b1 b2 | maTNY e ⇒ f26 e | maSRT t ⇒ f27 t ].
-*)
(* picker: trasforma l'argomento necessario in input a bytes_of_pseudo_instr_mode_param:
MA_check i → list (t_byte8 m) *)
ndefinition args_picker ≝
ndefinition compile ≝
λmcu:mcu_type.λi:instr_mode.λop:opcode.λarg:MA_check i.
match bytes_of_pseudo_instr_mode_param mcu (anyOP mcu op) i arg
- return λres:option (list (t_byte8 mcu)).defined_option (list (t_byte8 mcu)) res → (list (t_byte8 mcu))
+ return λres:option ?.defined_option ? res → ?
with
- [ None ⇒ λp:defined_option (list (t_byte8 mcu)) (None ?).False_rect ? p
- | Some x ⇒ λp:defined_option (list (t_byte8 mcu)) (Some ? x).x
+ [ None ⇒ λp:defined_option ? (None ?).False_rect_Type0 ? p
+ | Some x ⇒ λp:defined_option ? (Some ? x).x
].
(* detipatore del compilato: (t_byte8 m) → byte8 *)
projects / helm.git / commitdiff