Decidability of Parameterised Dolev-Yao Secrecy
A cut-off theorem is obtained: secrecy violations in systems with arbitrarily many sessions are always witnessed in systems of bounded size, so secrecy also reduces to a coverability problem in WSTS.
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A cut-off theorem is obtained: secrecy violations in systems with arbitrarily many sessions are always witnessed in systems of bounded size, so secrecy also reduces to a coverability problem in WSTS.
A rational Dolev--Yao attacker is introduced, a DY intruder whose actions carry costs and whose security-violating goals carry rewards, and a protocol is called rationally secure when no intruder strategy achieves a violation with strictly positive utility, expressed in a weighted fragment of ATL (WATL).
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