koika
CompCert
| koika | CompCert | |
|---|---|---|
| 2 | 42 | |
| 173 | 2,184 | |
| 0.0% | 1.4% | |
| 4.7 | 8.1 | |
| 6 months ago | 5 days ago | |
| Rocq Prover | Rocq Prover | |
| GNU Lesser General Public License v3.0 only | GNU General Public License v3.0 or later |
Stars - the number of stars that a project has on GitHub. Growth - month over month growth in stars.
Activity is a relative number indicating how actively a project is being developed. Recent commits have higher weight than older ones.
For example, an activity of 9.0 indicates that a project is amongst the top 10% of the most actively developed projects that we are tracking.
koika
-
Let's collect relatively new research programming languages in this thread
https://github.com/koka-lang/koka Algebraic effects and reference counting. https://github.com/mit-plv/koika hardware description DSL for coq
-
There's an ongoing effort to rewrite Principia Mathematica using Coq
There are ongoing research projects about that, you may want to have a look at KĂ´ika (https://github.com/mit-plv/koika), Kami (https://github.com/mit-plv/kami), Lutsig (https://github.com/CakeML/hardware) and silveroak (https://github.com/project-oak/silveroak). Closer to HLS there is also Vericert (https://github.com/ymherklotz/vericert). There may be other research project I am unaware of, feel free to add them in a reply, I am interested in it.
CompCert
-
Lies, Damned Lies and Proofs: Formal Methods Are Not Slopless
> Third, you need to decide how far “down the stack” you want to go. That is to say, the software you want to verify operates over some kind of more complex system, for instance, maybe it’s C code which gets compiled down to X86 and runs on a particular chip, or maybe it’s a controller for a nuclear reactor and part of the system is the actual physical dynamics of the reactor. Do you really want your proof to involve specifying the semantics of the C compiler and the chip, or the way that the temperature and other variables fluctuate in the reactor?
I can appreciate what he's getting at, but my utopian vision for the future is that we won't need to reinvent the wheel like this each time we want verified software! E.g. for high-consequence systems, the hard part of compiler correctness is already handled by the efforts of (Compcert)[https://github.com/AbsInt/CompCert], and SystemVerilog assertions for the design guarantees of processors is becoming more commonplace.
-
We found a bug in Go's ARM64 compiler
Yep. Model checking is for checking that your design is sound, basically, not at all the implementation.
For the implementation, you can use certified compilers like CompCert [1], but:
- you still have to show your code is correct
- there are still parts of CompCert that are not certified
[1] https://compcert.org/
- The Illustrated Guide to a PhD
- CompCert: Formally verified compilers usable for critical embedded software
-
Breaking Bad: How Compilers Break Constant-Time~Implementations
Possibly (I don't know how volatile interact with registers allocation), but the thing is you don't just want this specific example to work, there are a lot of things you want to be able to really ensure, i.e., have rigorous proof of [1]. So maybe if the semantics is adequate and the compiler itself is formally proved like CompCert [2] you can rely on volatile, but that's a lot a assumptions.
[1] See for example the work we did in this paper: Formally Proved Security of Assembly Code Against Power Analysis: A Case Study on Balanced Logic https://eprint.iacr.org/2013/554
[2] https://compcert.org/
-
Translation of the Rust's core and alloc crates to Coq for formal verification
You can write programs in Coq and extract them in OCaml with the `Extraction' command: https://coq.inria.fr/doc/v8.19/refman/addendum/extraction.ht...
This is used by compcert: https://compcert.org/
-
Differ: Tool for testing and validating transformed programs
A big problem is that proving that transformations preserve semantics is very hard. Formal methods has huge potential and I believe it will be a big part of the future, but it hasn't become mainstream yet. Probably a big reason why is that right now it's simply not practical: the things you can prove are much more limited than the things you can do, and it's a lot less work to just create a large testsuite.
Example: CompCert (https://compcert.org/), a formally-verified compiler AKA formally-verified sequence of semantics-preserving transformations from C code to Assembly. It's a great accomplishment, but few people are actually compiling their code with CompCert. Because GCC and LLVM are much faster[1], and have been used so widely that >99.9% of code is going to be compiled correctly, especially code which isn't doing anything extremely weird.
But as articles like this show, no matter how large a testsuite there may always be bugs, tests will never provide the kind of guarantees formal verification does.
[1] From CompCert, "Performance of the generated code is decent but not outstanding: on PowerPC, about 90% of the performance of GCC version 4 at optimization level 1"
- So you think you know C?
-
Can the language of proof assistants be used for general purpose programming?
Also a C compiler (https://compcert.org/). I did exaggerate bit in saying that anything non-trivial is "nearly impossible".
However, both CompCert and sel4 took a few years to develop, whereas it would only take months if not weeks to make versions of both which aren't formally verified but heavily tested.
-
A Guide to Undefined Behavior in C and C++
From my experience, while many MCUs have settled for the big compilers (GCC and Clang), DSPs and some FPGAs (not Intel and Xilinx, those have lately settled for Clang and a combination of Clang and GCC respectively) use some pretty bespoke compilers (just running ./ --version is enough to verify this, if the compiler even offers that option). That's not necessarily bad, since many of them offer some really useful features, but error messages can be really cryptic in some cases. Also some industries require use of verified compilers, like CompCert[1], and in such cases GCC and Clang just don't cut it.
[1]: https://compcert.org/
What are some alternatives?
karamel - KaRaMeL is a tool for extracting low-level F* programs to readable C code
proofs - My personal repository of formally verified mathematics.
cubicaltt - Experimental implementation of Cubical Type Theory
cakeml - CakeML: A Verified Implementation of ML
datafun - Research on integrating datalog & lambda calculus via monotonicity types
seL4 - The seL4 microkernel