Trustworthy Systems group

E850678

The Trustworthy Systems group is a research team focused on developing mathematically verified, high-assurance software and operating systems, best known for work such as the seL4 microkernel.

All labels observed (3)

How this entity was disambiguated

Statements (49)

Predicate Object
instanceOf research group ⓘ
software systems research group ⓘ
applicationDomain defence and aerospace software ⓘ
embedded and cyber-physical systems ⓘ
infrastructure control systems ⓘ
safety-critical systems ⓘ
security-critical systems ⓘ
approach machine-checked mathematical proofs ⓘ
modeling of system behavior in formal logics ⓘ
use of theorem provers for software verification ⓘ
fieldOfWork embedded systems ⓘ
formal verification ⓘ
high-assurance software ⓘ
microkernels ⓘ
operating systems ⓘ
program verification ⓘ
real-time systems ⓘ
systems security ⓘ
focusesOn correctness-by-construction ⓘ
eliminating entire classes of software bugs ⓘ
goal bridge the gap between formal methods and real-world systems ⓘ
build trustworthy software systems ⓘ
provide strong assurance guarantees for critical software ⓘ
knownFor high-assurance microkernel design ⓘ
machine-checked proofs of correctness for OS kernels ⓘ
scalable formal verification of real-world systems ⓘ
seL4 microkernel ⓘ
notableWork formally verified operating systems ⓘ
high-assurance system software ⓘ
seL4 microkernel ⓘ
product formally verified system components ⓘ
verification frameworks ⓘ
verified microkernel implementations ⓘ
researchFocus capability-based security ⓘ
end-to-end assurance of software systems ⓘ
formal methods for systems software ⓘ
information-flow security ⓘ
mathematically verified software ⓘ
verification of concurrent systems ⓘ
verification of operating system kernels ⓘ
verification of safety properties ⓘ
verification of security properties ⓘ
verification toolchains ⓘ
verified C code ⓘ
usesMethod formal verification ⓘ
model checking ⓘ
proof-carrying code ⓘ
refinement-based development ⓘ
theorem proving ⓘ

How these facts were elicited

Referenced by (3)

Full triples — surface form annotated when it differs from this entity's canonical label.

Gerwin Klein → affiliation → Trustworthy Systems group ⓘ
seL4 microkernel → developedBy → Trustworthy Systems Group ⓘ
linked to: Trustworthy Systems group
NSW Science and Engineering Award (Engineering and ICT) for seL4 team → honours → seL4 team ⓘ
linked to: Trustworthy Systems group