weakmemory / imm

Intermediate Memory Model (IMM) and compilation correctness proofs for it

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Intermediate Memory Model (IMM) and compilation correctness proofs for it

Related projects

  • A Promising 1.0 [Kang-al:POPL17] to IMM compilation correctness proof [Github]
  • A Promising 2.0 [Lee-al:PLDI20] to IMM compilation correctness proof [Github]
  • A Weakestmo [Chakraborty-Vafeiadis:POPL19] to IMM compilation correctness proof [Github]

Related papers

  • [POPL19] Bridging the Gap Between Programming Languages and Hardware Weak Memory Models
    [Paper | arXiv | POPL19 arifact release]
    Anton Podkopaev, Ori Lahav, and Viktor Vafeiadis
  • [PLDI20] Repairing and Mechanising the JavaScript Relaxed Memory Model
    Conrad Watt, Christopher Pulte, Anton Podkopaev, Guillaume Barbier, Stephen Dolan, Shaked Flur, Jean Pichon-Pharabod, and Shu-yu Guo
  • [CoRR19] Reconciling Event Structures with Modern Multiprocessors
    [arXiv | Related project]
    Evgenii Moiseenko, Anton Podkopaev, Ori Lahav, Orestis Melkonian, and Viktor Vafeiadis

Building the Project

Requirements

Building via Nix (preferred and mainly supported way)

First, you need to install Nix (see https://nixos.org/download.html) and set-up Nix as recommended by Coq Nix Toolbox. That is, run

nix-env -iA nixpkgs.cachix && cachix use coq && cachix use coq-community && cachix use math-comp

in order to use binary caches from recognized organizations. Additionally, we recommend add our binary cache with IMM and related packages as well:

cachix use weakmemory

Then, you may just run nix-build in the root folder of the project to build it. Alternatively, you may run nix-shell and then, in the Nix-configured environment, run make -j.

Working on the project in VS Code

You may use the Nix Environment Selector plugin in VS Code for it to use proper configuration. Alternatively, you may run nix-shell in the root of the project and then code .--VSCoq or CoqLSP should be able to pick up the environment.

Building Manually (supported up to the 1.5 version of IMM)

To build the project, one needs to install libraries (promising-lib, hahn, hahnExt), which the project depends on. This might be done by running ./configure. The command installs Coq as well. After that, one needs to run make (or make -j4 for a faster build).

Installation via OPAM (supported up to the 1.5 version of IMM)

The project may be built and installed via OPAM:

opam repo add coq-released https://coq.inria.fr/opam/released
opam remote add coq-promising-local -k git https://github.com/snu-sf/promising-opam-coq-archive
opam remote add coq-weakmemory-local -k git https://github.com/weakmemory/local-coq-opam-archive
opam install coq-imm

Description of code and its relation to the [POPL19] paper

  • Section 2. src/basic. Definitions and statements about programs and execution graphs.

    • Prog.v—a definition of the program language (Fig. 2).
    • Events.v—definitions related to events (Section 2.2).
    • Execution.v, Execution_eco.v—execution graphs (Section 2.2).
    • ProgToExecution.v—construction of execution graphs from sequential programs (Fig. 3).
    • ProgToExecutionProperties.v—properties of the construction.
  • Section 3. src/imm. Definitions and statements about IMM and IMMs, a version of IMM with RC11-style definition of happens-before (HB) (Section 7.0).

    • CombRelations.v, CombRelationsMore.v—definitions of relation VF (in the development called furr) and linked relations and their properties.
    • imm_common_more.v, imm_common.v—common definitions for both models.
    • imm_hb.v—a definition of HB for IMM (Section 3.1).
    • imm_s_hb.v—the RC11-style definition of HB for IMMs.
    • imm.v—a definition of IMM (Def. 3.11).
    • imm_s.v—a definition of IMMs (Section 7.0).
    • imm_sToimm.v—a proof that IMMs is weaker than IMM.
  • Section 4. src/hardware. Definitions of hardware models and proofs about them.

    • Power_fences.v, Power_ppo.v, Power.v—a definition of POWER (Alglave-al:TOPLAS14).
    • Rel_opt.v—a correctness proof for release write transformation (Thm. 4.1).
    • immToPower.v—a compilation correctness proof from IMM to POWER (Thm. 4.3).
    • Arm.v—a definition of ARMv8.3 (Pulte-al:POPL18).
    • immToARM.v—a compilation correctness proof from IMM to ARMv8.3 (Thm. 4.5).
    • TSO.v—a definition of TSO (Alglave-al:TOPLAS14, Owens-al:TPHOLs09).
    • immToTSO.v—a compilation correctness proof from IMM to TSO.
  • Section 5. src/c11. Definition of a (stronger) version of the C11 model w/o SC and NA accesses and a compilation correctness proof from it to IMMs.

    • C11.v—a definition of the stronger version of the C11 model (Batty-al:POPL11). The version follows a fix from Lahav-al:PLDI17.
    • C11Toimm_s.v—a compilation correctness proof from C11 to IMMs.
  • Section 5. src/rc11. Definition of the RC11 model w/o SC and NA accesses and a compilation correctness proof from it to IMMs.

    • RC11.v—a definition of RC11 (Lahav-al:PLDI17).
    • RC11Toimm_s.v—a compilation correctness proof from RC11 to IMMs.
  • Sections 6.2 and 7.2 src/traversal. Traversal of IMM-consistent graphs.

    • TraversalConfig.v, Traversal.v—a small traversal step of IMMs-consistent execution graphs used to prove properties of the traversal (Def. 7.3 and 7.7).
    • SimTraversal.v—traversal of IMMs-consistent execution graphs (Prop. 6.5).
    • SimTraversalProperties.v—properties of the normal traversal.
  • New parts: src/travorder. Traversal of IMM-consistent graphs based on the traversal labels approach.

    • TraversalOrder.v—definitions of traversal labels and relation describing the restrictions on the traversal order.
    • TLSCoherency.v—definitions of coherent sets of traversal labels.
    • IordCoherency.v—definition of a traversal labels set corresponding to a traversal prefix.
    • SimClosure.v—transitions between traversal labels set corresponding to simulation steps.
    • SimClosureTraversal.v—construction of a traversal.

Auxiliary files:

  • IfThen.v, TraversalConfigAlt.v, TraversalCounting.v, ViewRelHelpers.v.

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Intermediate Memory Model (IMM) and compilation correctness proofs for it

License:MIT License


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