7.4 KiB
liboqs
liboqs is a C library for quantum-resistant cryptographic algorithms.
Overview
The Open Quantum Safe (OQS) project has the goal of developing and prototyping quantum-resistant cryptography.
liboqs is an open source C library for quantum-resistant cryptographic algorithms. liboqs initially focuses on key exchange algorithms. liboqs provides a common API suitable for post-quantum key exchange algorithms, and will collect together various implementations. liboqs will also include a test harness and benchmarking routines to compare performance of post-quantum implementations.
OQS will also include integrations into application-level protocols to provide easy prototyping of quantum-resistant cryptography. Our first integration is in OpenSSL:
- open-quantum-safe/openssl is an integration of liboqs into OpenSSL 1.0.2. The goal of this integration is to provide easy prototyping of quantum-resistant cryptography. The integration should not be considered "production quality". See more about this integration in its GitHub repository open-quantum-safe/openssl/.
More information on OQS can be found on our website: https://openquantumsafe.org/.
Contents
liboqs currently contains:
rand_urandom_chacha20
: pseudorandom number generator seeded from /dev/urandom and expanded using the ChaCha20 stream cipherkex_rlwe_bcns15
: key exchange from the ring learning with errors problem (Bos, Costello, Naehrig, Stebila, IEEE Symposium on Security & Privacy 2015, https://eprint.iacr.org/2014/599)kex_rlwe_newhope
: "NewHope": key exchange from the ring learning with errors problem (Alkim, Ducas, Pöppelmann, Schwabe, USENIX Security 2016, https://eprint.iacr.org/2015/1092) (using the reference C implementation of NewHope from https://github.com/tpoeppelmann/newhope)kex_rlwe_msrln16
: Microsoft Research implementation of Peikert's ring-LWE key exchange (Longa, Naehrig, CANS 2016, https://eprint.iacr.org/2016/504) (based on the implementation of Alkim, Ducas, Pöppelmann, and Schwabe, with improvements from Longa and Naehrig, see https://www.microsoft.com/en-us/research/project/lattice-cryptography-library/)kex_lwe_frodo
: key exchange from the learning with errors problem (Bos, Costello, Ducas, Mironov, Naehrig, Nikolaenko, Raghunathan, Stebila, ACM Conference on Computer and Communications Security 2016, http://eprint.iacr.org/2016/659)
Building and Running
Builds have been tested on Mac OS X 10.11.6, macOS 10.12, Ubuntu 16.04.1, and Windows 10.
Linux and macOS
To build, clone or download the source from GitHub, then simply type:
make
This will generate:
liboqs.a
: A static library with implementations for the algorithms listed in "Contents" above.test_rand
: A simple test harness for the random number generator. This will test the distance of PRNG output from uniform using statistical distance.test_kex
: A simple test harness for the default key exchange algorithm. This will output key exchange messages; indicate whether the parties agree on the session key or not over a large number of trials; and measure the distance of the sessions keys from uniform using statistical distance.
To run the tests, simply type:
make check
Windows
Windows binaries can be generated using the Visual Studio solution in the VisualStudio folder.
Documentation
Some source files contain inline Doxygen-formatted documentation. The documentation can be generated by running:
doxygen
This will generate the docs/html
directory.
Contributing and using
We hope OQS will provide a framework for many post-quantum implementations.
In the immediate term, if you have feedback on our API (kex.h or rand.h), please contact us so we can ensure our API covers a wide range of implementation needs.
If you have or are writing an implementation of a post-quantum key exchange algorithm, we hope you will consider making an implementation that meets our API so that others may use it and would be happy to discuss including it directly in liboqs. Please take a look at our coding conventions.
If you would like to use liboqs in an application-level protocol, please get in touch and we can provide some guidance on options for using liboqs.
We are also interested in assistance from code reviewers.
Please contact Douglas Stebila <stebilad@mcmaster.ca>.
Current status and plans
Our initial launch was on August 11, 2016, containing a single key exchange algorithm (kex_rlwe_bcns15
) with a basic test harness.
Since our initial launch, we have made the following updates:
- Test harness for key exchange algorithms and random number generator
- Integration of liboqs into OpenSSL (open-quantum-safe/openssl/)
- Licensing liboqs under the MIT license (see below)
kex_lwe_frodo
implementation- Building on Windows
- Use of travis continuous integration system for testing
kex_rlwe_newhope
wrapperkex_rlwe_msrln16
implementation contributed by Christian Paquin (Microsoft Research)
Our plans for the next few months can be found in Milestone 1 - Key exchange.
In the long term, we are also interested in including post-quantum signature schemes.
License
liboqs is licensed under the MIT License; see LICENSE.txt for details. liboqs includes some third party libraries or modules that are licensed differently; the corresponding subfolder contains the license that applies in that case. In particular:
src/aes/aes.c
: public domainsrc/kex_rlwe_bcns15
: public domain (Unlicense)src/kex_rlwe_msrln16
: MIT Licensesrc/kex_rlwe_msrln16/external
: public domain (CC0)src/kex_rlwe_newhope
: public domainsrc/rand_urandom_chacha20/external
: public domain
Team
The Open Quantum Safe project is lead by Michele Mosca (University of Waterloo) and Douglas Stebila (McMaster University).
Contributors
- Tancrède Lepoint (SRI)
- Shravan Mishra (University of Waterloo)
- Christian Paquin (Microsoft Research)
- Alex Parent (University of Waterloo)
- Sebastian Verschoor (University of Waterloo)
Support
Development of Open Quantum Safe has been supported in part by the Tutte Institute for Mathematics and Computing. Research projects which developed specific components of Open Quantum Safe have been supported by various research grants; see the source papers for funding acknowledgments.