fix deprecations of intuition auto with star

uwplse · Nov 4, 2023 · 29cefdb · 29cefdb
1 parent 94ff9fa
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diff --git a/theories/Raft/DecompositionWithPostState.v b/theories/Raft/DecompositionWithPostState.v
@@ -195,7 +195,8 @@ Section DecompositionWithPostState.
                 nwPackets := (send_packets (pDst p) (l0 ++ l1)) ++ xs ++ ys;
                 nwState := (update name_eq_dec (update name_eq_dec (nwState net) (pDst p) r) (pDst p) r0)
               |}) by (eapply RIR_doLeader; eauto;
-                      [simpl in *; break_if; try congruence; eauto| in_crush]).
+                      [simpl in *; break_if; try congruence; eauto|
+                        in_crush_tac (intuition (auto with datatypes))]).
          assert
            (HREACH3 : raft_intermediate_reachable
               {|
@@ -205,11 +206,12 @@ Section DecompositionWithPostState.
          { eapply RIR_doGenericServer; eauto.
            - simpl in *. break_if; try congruence; eauto.
            - intros. simpl.
-             repeat do_in_app. intuition; try solve [in_crush].
+             repeat do_in_app. intuition auto;
+               try solve [in_crush_tac (intuition (auto with datatypes))].
              simpl in *. do_in_map. subst.
              do_in_app. intuition; try do_in_app; intuition.
-             + left. in_crush. left. in_crush.
-             + left. in_crush. left. in_crush.
+             + left. in_crush. left. in_crush_tac (intuition auto).
+             + left. in_crush. left. in_crush_tac (intuition auto).
              + in_crush. }
          eapply_prop raft_net_invariant_do_generic_server'. eauto.
          eapply_prop raft_net_invariant_do_leader'. eauto. 
@@ -223,7 +225,7 @@ Section DecompositionWithPostState.
          apply HREACH2.
          simpl. break_if; intuition eauto.
          intros. simpl. repeat break_if; subst; eauto.
-         simpl. in_crush. auto.
+         simpl. in_crush_tac (intuition (auto with datatypes)). auto.
          {
            simpl in HREACH3.
            match goal with
@@ -241,11 +243,12 @@ Section DecompositionWithPostState.
          repeat rewrite update_neq by auto; auto.
          simpl.
          intros. simpl.
-         repeat do_in_app. intuition; try solve [in_crush].
+         repeat do_in_app. intuition auto;
+           try solve [in_crush_tac (intuition auto with datatypes)].
          simpl in *. do_in_map. subst.
          do_in_app. intuition; try do_in_app; intuition.
-         * left. in_crush. left. in_crush.
-         * left. in_crush. left. in_crush.
+         * left. in_crush. left. in_crush_tac (intuition auto).
+         * left. in_crush. left. in_crush_tac (intuition auto).
          * in_crush.
        + unfold RaftInputHandler in *. repeat break_let.
          repeat find_inversion.
@@ -261,7 +264,7 @@ Section DecompositionWithPostState.
                 nwPackets := (send_packets h (l0 ++ l2)) ++ (nwPackets net);
                 nwState := (update name_eq_dec (update name_eq_dec (nwState net) h r) h r0)
               |}) by (eapply RIR_doLeader; eauto;
-                      [simpl in *; break_if; try congruence; eauto| in_crush]).
+                      [simpl in *; break_if; try congruence; eauto| in_crush_tac (intuition (auto with datatypes))]).
          assert
            (HREACH3 : raft_intermediate_reachable
               {|
@@ -271,11 +274,12 @@ Section DecompositionWithPostState.
           { eapply RIR_doGenericServer; eauto.
            - simpl in *. break_if; try congruence; eauto.
            - intros. simpl. 
-             repeat do_in_app. intuition; try solve [in_crush].
+             repeat do_in_app. intuition auto;
+               try solve [in_crush_tac (intuition (auto with datatypes))].
              simpl in *. do_in_map. subst.
              do_in_app. intuition; try do_in_app; intuition.
-             + left. in_crush. left. in_crush.
-             + left. in_crush. left. in_crush.
+             + left. in_crush. left. in_crush_tac (intuition auto).
+             + left. in_crush. left. in_crush_tac (intuition auto).
              + in_crush. }
          eapply_prop raft_net_invariant_do_generic_server'. eauto.
          eapply_prop raft_net_invariant_do_leader'. eauto.
@@ -288,7 +292,7 @@ Section DecompositionWithPostState.
          auto.
          apply HREACH2.
          simpl. break_if; intuition eauto.
-         eauto. simpl. in_crush.
+         eauto. simpl. in_crush_tac (intuition (auto with datatypes)).
          auto.
          {
            simpl in HREACH3.
@@ -303,11 +307,12 @@ Section DecompositionWithPostState.
          simpl. break_if; congruence.
          simpl. intros. repeat break_if; subst; eauto.
          intros. simpl.
-         repeat do_in_app. intuition; try solve [in_crush].
+         repeat do_in_app. intuition auto;
+           try solve [in_crush_tac (intuition (auto with datatypes))].
          simpl in *. do_in_map. subst.
          do_in_app. intuition; try do_in_app; intuition.
-         * left. in_crush. left. in_crush.
-         * left. in_crush. left. in_crush.
+         * left. in_crush. left. in_crush_tac (intuition auto).
+         * left. in_crush. left. in_crush_tac (intuition auto).
          * in_crush.
        + match goal with
            | [ H : nwPackets ?net = _ |- _ {| nwPackets := ?ps ; nwState := ?st |} ] =>

diff --git a/theories/Raft/Linearizability.v b/theories/Raft/Linearizability.v
@@ -1062,7 +1062,7 @@ Section Linearizability.
                 In (I k) (xs ++ ys).
   Proof using. 
     intros.
-    apply in_middle_reduce with (y := I k'); intuition.
+    apply in_middle_reduce with (y := I k'); intuition (auto with datatypes).
     find_inversion.
     auto using get_IR_output_keys_complete_U.
   Qed.
@@ -1332,12 +1332,12 @@ Section Linearizability.
                 * eauto using subseq_NoDup, subseq_get_op_input_keys, subseq_2_3.
                 * eauto using subseq_NoDup, subseq_get_op_output_keys, subseq_2_3.
               + simpl. intuition congruence.
-              + intuition.
+              + intuition (auto with datatypes).
           }
         * { break_if.
             - simpl in *. intuition (try congruence).
               exfalso. eauto using get_IR_output_keys_complete_U.
-            - exfalso. apply n. red. intuition.
+            - exfalso. apply n. red. intuition (auto with datatypes).
           }
     - (* IRU case. *)
       match goal with
@@ -1370,7 +1370,7 @@ Section Linearizability.
         break_if.
         * exfalso.
           intuition eauto using in_middle_insert, in_cons, in_eq, acknowledged_op_defn.
-        * rewrite if_decider_true by intuition.
+        * rewrite if_decider_true by intuition (auto with datatypes).
           { constructor. constructor.
             rewrite acknowledge_all_ops_func_target_ext_strong with (t' := ir).
             - apply IHP; auto.

diff --git a/theories/Raft/RaftLinearizableProofs.v b/theories/Raft/RaftLinearizableProofs.v
@@ -338,10 +338,10 @@ Section RaftLinearizableProofs.
     intros.
     induction log; simpl in *; intuition.
     - subst. break_exists.
-      repeat break_match; intuition.
+      repeat break_match; intuition (auto with datatypes).
       simpl in *.
       subst. congruence.
-    - repeat break_match; in_crush.
+    - repeat break_match; in_crush_tac (intuition (auto with datatypes)).
   Qed.
 
   Theorem In_get_output' :
@@ -450,7 +450,7 @@ Section RaftLinearizableProofs.
       In (I k) (import tr).
   Proof using. 
     induction tr; intros; simpl in *; intuition; subst.
-    - rewrite <- surjective_pairing. intuition.
+    - rewrite <- surjective_pairing. intuition (auto with datatypes).
     - break_match; simpl; eauto.
       subst.
       destruct (key_eq_dec (c, n) k).
@@ -602,7 +602,8 @@ Section RaftLinearizableProofs.
       key_of e <> (c, i).
   Proof using. 
     intros. unfold has_key, key_of in *.
-    break_match. subst. simpl in *. break_if; try congruence. repeat (do_bool; intuition); congruence.
+    break_match. subst. simpl in *. break_if; try congruence.
+    repeat (do_bool; intuition auto); congruence.
   Qed.
 
   Lemma key_of_has_key_false :
@@ -781,7 +782,7 @@ Section RaftLinearizableProofs.
   Proof using. 
     intros; induction tr; simpl in *; intuition.
     - repeat break_match; subst; simpl in *; intuition; try congruence.
-      break_if; repeat (do_bool; intuition); try congruence.
+      break_if; repeat (do_bool; intuition auto); try congruence.
       destruct k; subst; simpl in *; intuition.
     - repeat break_match; subst; simpl in *; intuition; try congruence.
       + destruct k.
@@ -965,12 +966,12 @@ Section RaftLinearizableProofs.
         * specialize (H0 o o0 d0). repeat concludes.
           apply exported_snoc_IO; congruence.
         * apply exported_snoc_IU; auto.
-      + intros. apply H. intuition.
+      + intros. apply H. intuition (auto with datatypes).
       + intros. subst. eapply (H0 _ (ys ++ [x])).
-        rewrite <- app_assoc. simpl. eauto.
-        eauto.
-        eauto.
-        eauto.
+        * rewrite <- app_assoc. simpl. eauto.
+        * eauto.
+        * eauto.
+        * eauto.
   Qed.
 
   Lemma exported_execute_log :
@@ -1015,9 +1016,9 @@ Section RaftLinearizableProofs.
     intros. induction tr; simpl in *; try congruence.
     repeat break_let. subst.
     repeat break_match; simpl in *; intuition; subst;
-    try solve [unfold in_output_trace in *;break_exists_exists; intuition].
+    try solve [unfold in_output_trace in *;break_exists_exists; intuition (auto with datatypes)].
     find_inversion. find_apply_lem_hyp get_output'_In.
-    repeat eexists; eauto; in_crush.
+    repeat eexists; eauto; in_crush_tac (intuition auto).
   Qed.
 
   Lemma deduplicate_partition :

diff --git a/theories/Raft/RefinementSpecLemmas.v b/theories/Raft/RefinementSpecLemmas.v
@@ -351,7 +351,8 @@ Section SpecLemmas.
       t' = t /\ es' = es /\ (forall e, In e es -> In e (log st') \/ haveNewEntries st es = false /\ log st' = log st).
   Proof using. 
     intros. unfold handleAppendEntries in *.
-    repeat break_match; find_inversion; simpl in *; intuition; eauto using advanceCurrentTerm_log.
+    repeat break_match; find_inversion; simpl in *; intuition (auto with datatypes);
+      eauto using advanceCurrentTerm_log.
   Qed.
 
   Lemma update_elections_data_appendEntries_allEntries :
@@ -368,7 +369,6 @@ Section SpecLemmas.
     - left. apply in_map_iff. eexists; eauto.
   Qed.
 
-
   Lemma update_elections_data_appendEntries_allEntries_term :
     forall h st t h' pli plt es ci te e,
       In (te, e) (allEntries (update_elections_data_appendEntries h st t h' pli plt es ci)) ->
@@ -567,7 +567,7 @@ Section SpecLemmas.
     unfold update_elections_data_appendEntries.
     intros. break_let. break_match; auto.
     break_if; auto.
-    simpl. intuition.
+    simpl. intuition (auto with datatypes).
   Qed.
 
   Lemma update_elections_data_request_vote_votesWithLog_old :
@@ -652,7 +652,7 @@ Section SpecLemmas.
     repeat find_rewrite.
     unfold handleRequestVote, advanceCurrentTerm in *.
     repeat break_match; repeat find_inversion; simpl in *; auto; try congruence;
-    find_inversion; auto; do_bool; intuition; try congruence.
+    find_inversion; auto; do_bool; intuition (auto with arith); try congruence.
     do_bool. subst. intuition.
   Qed.
 End SpecLemmas.
diff --git a/theories/Raft/SpecLemmas.v b/theories/Raft/SpecLemmas.v
@@ -29,7 +29,7 @@ Section SpecLemmas.
     repeat break_match; repeat find_inversion; intuition idtac.
     - simpl in *. discriminate.
     - unfold advanceCurrentTerm in *.
-      break_if; simpl in *; do_bool; intuition.
+      break_if; simpl in *; do_bool; intuition (auto with arith).
   Qed.
 
   Lemma handleRequestVoteReply_term_votedFor_cases :
@@ -230,7 +230,7 @@ Section SpecLemmas.
       currentTerm (advanceCurrentTerm st t) = t.
   Proof using. 
     intros. unfold advanceCurrentTerm in *.
-    break_if; do_bool; intuition.
+    break_if; do_bool; intuition (auto with arith).
   Qed.
 
   Theorem handleAppendEntries_log_detailed :
@@ -460,8 +460,8 @@ Section SpecLemmas.
   Proof using. 
     intros.
     unfold handleRequestVoteReply, advanceCurrentTerm in *.
-    repeat break_match; try find_inversion; subst; simpl in *; intuition;
-    do_bool; intuition; try right; congruence.
+    repeat break_match; try find_inversion; subst; simpl in *; intuition auto;
+    do_bool; intuition auto; try right; congruence.
   Qed.
 
   Lemma handleRequestVoteReply_spec' :
@@ -479,8 +479,8 @@ Section SpecLemmas.
   Proof using. 
     intros.
     unfold handleRequestVoteReply, advanceCurrentTerm in *.
-    repeat break_match; try find_inversion; subst; simpl in *; intuition;
-    do_bool; intuition; try right; congruence.
+    repeat break_match; try find_inversion; subst; simpl in *; intuition auto;
+    do_bool; intuition (auto with arith); try right; congruence.
   Qed.
 
   Theorem handleTimeout_not_is_append_entries :
@@ -531,15 +531,15 @@ Section SpecLemmas.
       (type st' = Follower /\ currentTerm st' >= currentTerm st).
   Proof using. 
     intros. unfold handleAppendEntriesReply, advanceCurrentTerm in *.
-    repeat break_match; tuple_inversion; do_bool; intuition.
+    repeat break_match; tuple_inversion; do_bool; intuition (auto with arith).
   Qed.
 
   Lemma handleRequestVote_type :
     forall st h h' t lli llt st' m,
       handleRequestVote h st t h' lli llt = (st', m) ->
       (type st' = type st /\ currentTerm st' = currentTerm st) \/
       type st' = Follower.
-  Proof using. 
+  Proof using.
     intros. unfold handleRequestVote, advanceCurrentTerm in *.
     repeat break_match; find_inversion; auto.
   Qed.
@@ -562,7 +562,7 @@ Section SpecLemmas.
       (type st = Candidate /\ type st' = Leader /\ currentTerm st' = currentTerm st).
   Proof using. 
     intros. unfold handleRequestVoteReply, advanceCurrentTerm in *.
-    repeat break_match; subst; do_bool; intuition.
+    repeat break_match; subst; do_bool; intuition auto.
   Qed.
 
   Lemma handleClientRequest_type :
@@ -1017,7 +1017,7 @@ Section SpecLemmas.
   Proof using. 
     intros. unfold handleRequestVote, advanceCurrentTerm in *.
     repeat break_match; find_inversion; subst; auto;
-    intuition; break_exists; congruence.
+    intuition auto; break_exists; congruence.
   Qed.
 
   Theorem handleClientRequest_no_append_entries :
@@ -1170,7 +1170,7 @@ Section SpecLemmas.
       (r = true /\ v = h' /\ currentTerm (handleRequestVoteReply h st h' t r) = t).
   Proof using. 
     intros. unfold handleRequestVoteReply, advanceCurrentTerm in *.
-    repeat break_match; subst; simpl in *; do_bool; intuition.
+    repeat break_match; subst; simpl in *; do_bool; intuition (auto with arith).
   Qed.
 
   Theorem handleTimeout_log_term_type :

diff --git a/theories/RaftProofs/AllEntriesLeaderSublogProof.v b/theories/RaftProofs/AllEntriesLeaderSublogProof.v
@@ -177,8 +177,8 @@ Section AllEntriesLeaderSublog.
   Proof using. 
     intros.
     unfold handleRequestVoteReply, advanceCurrentTerm in *.
-    repeat break_match; try find_inversion; subst; simpl in *; intuition;
-    do_bool; intuition; try right; congruence.
+    repeat break_match; try find_inversion; subst; simpl in *; intuition auto;
+    do_bool; intuition (try lia); try right; congruence.
   Qed.
 
   Lemma allEntries_leader_sublog_request_vote_reply :