12,892 research outputs found
Modular, Fully-abstract Compilation by Approximate Back-translation
A compiler is fully-abstract if the compilation from source language programs
to target language programs reflects and preserves behavioural equivalence.
Such compilers have important security benefits, as they limit the power of an
attacker interacting with the program in the target language to that of an
attacker interacting with the program in the source language. Proving compiler
full-abstraction is, however, rather complicated. A common proof technique is
based on the back-translation of target-level program contexts to
behaviourally-equivalent source-level contexts. However, constructing such a
back- translation is problematic when the source language is not strong enough
to embed an encoding of the target language. For instance, when compiling from
STLC to ULC, the lack of recursive types in the former prevents such a
back-translation.
We propose a general and elegant solution for this problem. The key insight
is that it suffices to construct an approximate back-translation. The
approximation is only accurate up to a certain number of steps and conservative
beyond that, in the sense that the context generated by the back-translation
may diverge when the original would not, but not vice versa. Based on this
insight, we describe a general technique for proving compiler full-abstraction
and demonstrate it on a compiler from STLC to ULC. The proof uses asymmetric
cross-language logical relations and makes innovative use of step-indexing to
express the relation between a context and its approximate back-translation.
The proof extends easily to common compiler patterns such as modular
compilation and it, to the best of our knowledge, it is the first compiler full
abstraction proof to have been fully mechanised in Coq. We believe this proof
technique can scale to challenging settings and enable simpler, more scalable
proofs of compiler full-abstraction
A Verified Certificate Checker for Finite-Precision Error Bounds in Coq and HOL4
Being able to soundly estimate roundoff errors of finite-precision
computations is important for many applications in embedded systems and
scientific computing. Due to the discrepancy between continuous reals and
discrete finite-precision values, automated static analysis tools are highly
valuable to estimate roundoff errors. The results, however, are only as correct
as the implementations of the static analysis tools. This paper presents a
formally verified and modular tool which fully automatically checks the
correctness of finite-precision roundoff error bounds encoded in a certificate.
We present implementations of certificate generation and checking for both Coq
and HOL4 and evaluate it on a number of examples from the literature. The
experiments use both in-logic evaluation of Coq and HOL4, and execution of
extracted code outside of the logics: we benchmark Coq extracted unverified
OCaml code and a CakeML-generated verified binary
SAGA: A project to automate the management of software production systems
The SAGA system is a software environment that is designed to support most of the software development activities that occur in a software lifecycle. The system can be configured to support specific software development applications using given programming languages, tools, and methodologies. Meta-tools are provided to ease configuration. The SAGA system consists of a small number of software components that are adapted by the meta-tools into specific tools for use in the software development application. The modules are design so that the meta-tools can construct an environment which is both integrated and flexible. The SAGA project is documented in several papers which are presented
FunTAL: Reasonably Mixing a Functional Language with Assembly
We present FunTAL, the first multi-language system to formalize safe
interoperability between a high-level functional language and low-level
assembly code while supporting compositional reasoning about the mix. A central
challenge in developing such a multi-language is bridging the gap between
assembly, which is staged into jumps to continuations, and high-level code,
where subterms return a result. We present a compositional stack-based typed
assembly language that supports components, comprised of one or more basic
blocks, that may be embedded in high-level contexts. We also present a logical
relation for FunTAL that supports reasoning about equivalence of high-level
components and their assembly replacements, mixed-language programs with
callbacks between languages, and assembly components comprised of different
numbers of basic blocks.Comment: 15 pages; implementation at https://dbp.io/artifacts/funtal/;
published in PLDI '17, Proceedings of the 38th ACM SIGPLAN Conference on
Programming Language Design and Implementation, June 18 - 23, 2017,
Barcelona, Spai
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