Galois develops technology to guarantee the trustworthiness of systems where failure is unacceptable. At Galois, we believe trustworthy systems are built on a formal mathematical foundation. Core to this is the application of formal analysis techniques that allow systems to be modeled, analyzed, and proven correct.
Our researchers and engineers apply this formalized approach to the design of critical software systems, systems that must do exactly what they are intended, and no more. This rigorous systems engineering method allows us to mathematically prove that a system behaves exactly as we intend under all circumstances.