Leaders in high assurance research and development. We create trustworthiness in critical systems.
Galois is a U.S. owned and operated company that was founded in 1999 in Portland, Oregon to provide a unique R&D capability for government and commercial clients. Galois applies revolutionary mathematical, computer science and engineering approaches to solve critical problems in software security, safety, privacy and performance. Galois has been instrumental in bringing cutting edge research into practice for the DoD, DoE, Intelligence, biotechnology and aerospace communities.
- assured information sharing;
- software modelling and formal verification;
- cyber-physical systems and control systems;
- operating systems, virtualization and secure platforms;
- networking and mobile technology;
- cyber defense systems;
- scientific computing;
- program analysis and software evaluation; and
- web security.
Galois’ mission is to create trustworthiness in critical systems. We’re in the business of taking blue-sky ideas and turning them into real-world technology solutions, through cutting-edge research and expert engineering. Galois works with government and industry to develop technologies that have a significant impact on society in areas of privacy, security, and safety.
Galois' Core Principles
Our shared core principles stand for our aspirations and help guide the decisions we make.
Évariste Galois (pronounced GAL-wah, 1811-1832) possessed a remarkable genius for mathematics. Among his many contributions, Galois founded abstract algebra and group theory, which are fundamental to computer science, physics, coding theory, and cryptography. Our approach to solving challenging software problems is reflective of Galois’ way of solving mathematical problems. We employ processes that rework clients’ software problems to develop an array of possible solutions not traditionally available via other methods. Galois’ contributions are even more remarkable in light of the fact that many were captured as hastily scribbled notes on the eve of his untimely death in a duel.