Library mcertikos.devdrivers.HandlerAsmGenLink
Require Import LinkTemplate.
Require Import DHandlerAsm.
Require Import HandlerAsmGen.
Require Import HandlerAsmGenLinkSource.
Require Import DHandlerSw.
Require Import DHandlerSwAsmSource.
Require Import DHandlerSwAsmCode.
Require Import CommonTactic.
Section WITHCOMPCERTIKOS.
Context `{compcertikos_prf: CompCertiKOS} `{real_params_prf: RealParams}.
Context `{oracle_prop: MultiOracleProp}.
Lemma init_correct:
init_correct_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
init_correct.
specialize (Globalenvs.Genv.init_mem_characterization _ _ Hb0vi Hm); eauto.
unfold Globalenvs.Genv.perm_globvar. simpl. intros (Hperm & _ & init).
specialize (init eq_refl); destruct init as (init0 & _).
econstructor.
eassumption.
assert(Mem.valid_access m2 AST.Mint32 b0 0 Writable).
{
split.
unfold Mem.range_perm; intros; apply Hperm.
simpl in H0.
omega.
∃ 0; reflexivity.
}
assumption.
assumption.
Qed.
Lemma link_correct_aux:
link_correct_aux_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
unfold link_correct_aux_type. intros M HM.
inv_link_impl HM. subst.
eapply conseq_le_assoc_comm.
hcomp_tac; [| link_correct_aux_passthrough].
LinkTactic.transfer_variables.
unfold_layer dhandlerasm_fresh.
apply LayerLogicImpl.vdash_oplus_empty_left.
apply LayerLogicImpl.vdash_oplus_empty.
layer_link_split_tac.
- link_asmfunction
serial_intr_handler_asm_spec_ref
serial_intr_handler_asm_code_correct.
- apply passthrough_correct.
Qed.
Theorem cl_backward_simulation:
cl_backward_simulation_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
cl_backward_simulation init_correct link_correct_aux.
Qed.
Theorem make_program_exists:
make_program_exist_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
make_program_exists link_correct_aux.
Qed.
End WITHCOMPCERTIKOS.
Require Import DHandlerAsm.
Require Import HandlerAsmGen.
Require Import HandlerAsmGenLinkSource.
Require Import DHandlerSw.
Require Import DHandlerSwAsmSource.
Require Import DHandlerSwAsmCode.
Require Import CommonTactic.
Section WITHCOMPCERTIKOS.
Context `{compcertikos_prf: CompCertiKOS} `{real_params_prf: RealParams}.
Context `{oracle_prop: MultiOracleProp}.
Lemma init_correct:
init_correct_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
init_correct.
specialize (Globalenvs.Genv.init_mem_characterization _ _ Hb0vi Hm); eauto.
unfold Globalenvs.Genv.perm_globvar. simpl. intros (Hperm & _ & init).
specialize (init eq_refl); destruct init as (init0 & _).
econstructor.
eassumption.
assert(Mem.valid_access m2 AST.Mint32 b0 0 Writable).
{
split.
unfold Mem.range_perm; intros; apply Hperm.
simpl in H0.
omega.
∃ 0; reflexivity.
}
assumption.
assumption.
Qed.
Lemma link_correct_aux:
link_correct_aux_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
unfold link_correct_aux_type. intros M HM.
inv_link_impl HM. subst.
eapply conseq_le_assoc_comm.
hcomp_tac; [| link_correct_aux_passthrough].
LinkTactic.transfer_variables.
unfold_layer dhandlerasm_fresh.
apply LayerLogicImpl.vdash_oplus_empty_left.
apply LayerLogicImpl.vdash_oplus_empty.
layer_link_split_tac.
- link_asmfunction
serial_intr_handler_asm_spec_ref
serial_intr_handler_asm_code_correct.
- apply passthrough_correct.
Qed.
Theorem cl_backward_simulation:
cl_backward_simulation_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
cl_backward_simulation init_correct link_correct_aux.
Qed.
Theorem make_program_exists:
make_program_exist_type DHandlerAsm_module dhandlersw dhandlerasm.
Proof.
make_program_exists link_correct_aux.
Qed.
End WITHCOMPCERTIKOS.