Security

Stabilization, Safety, and Security of Distributed Systems: by Leonid A. Levin (auth.), Shlomi Dolev, Jorge Cobb, Michael

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By Leonid A. Levin (auth.), Shlomi Dolev, Jorge Cobb, Michael Fischer, Moti Yung (eds.)

The papers during this quantity have been provided on the twelfth overseas Sym- sium on Stabilization, safeguard, and safety of allotted structures (SSS), held September 20–22, 2010 at Columbia collage, NYC, united states. The SSS symposium is a world discussion board for researchersand practiti- ers within the layout and improvement of dispensed structures with self-* houses: (theclassical)self-stabilizing,self-con?guring,self-organizing,self-managing,se- repairing,self-healing,self-optimizing,self-adaptive,andself-protecting. study in allotted structures is now at a vital aspect in its evolution, marked through the significance of dynamic platforms similar to peer-to-peer networks, large-scale wi- lesssensornetworks,mobileadhocnetworks,cloudcomputing,roboticnetworks, and so on. in addition, new purposes corresponding to grid and internet prone, banking and- trade, e-health and robotics, aerospaceand avionics, car, business technique keep an eye on, and so on. , have joined the normal purposes of allotted s- tems. SSS began because the Workshop on Self-Stabilizing structures (WSS), the ?rst of that have been held in Austin in 1989 and in Las Vegas in 1995. beginning in 1995, the workshop started to be held biennially; it was once held in Santa Barbara (1997), Austin (1999), and Lisbon (2001). As curiosity grew and the group extended, the name of the discussion board was once replaced in 2003 to the Symposium on Self- Stabilizing platforms (SSS). SSS was once prepared in San Francisco in 2003 and in Barcelona in 2005. As SSS broadened its scope and attracted researchers from different groups, a number of adjustments have been made in 2006. It turned an - nual occasion, and the identify of the convention was once replaced to the foreign Symposium on Stabilization, protection, and protection of disbursed platforms (SSS).

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Additional info for Stabilization, Safety, and Security of Distributed Systems: 12th International Symposium, SSS 2010, New York, NY, USA, September 20-22, 2010. Proceedings

Example text

Let C1 and C2 be two components. , using BIP interactions) satisfies ϕ ∧ ϕ . Theorem 1. φ4 . The immediate consequence of Theorem 1 is that we can verify the correctness of the layers of distributed reset independently. In order to generate Lts models of manageable size for a reasonably large number of processes in the algorithm we manually applied abstraction, live analysis [8], and we simplified the sequence of occurrence of faults by allowing multiple types of faults occurring at the same 1 a a We recall that q |= a ϕ iff ∃q − → q : q |= ϕ, where q and q are two states, − → is a a → q : q |= ϕ.

We call this a “relative median” since the clock values are “ mod k” and thus the median in not well defined. The full Async-Clock algorithm appears in Figure 1. Async-Clock solves the -Clock-Synchronization problem for = 5; combined with the discussion at the end of Section 3, it shows how to solve the -Clock-Synchronization problem for any k2 > ≥ 5. 5 Correctness Proof In the following discussion we consider the system only after all transient faults ended and each non-faulty node has taken at least one atomic step.

Let C1 and C2 be two components. , using BIP interactions) satisfies ϕ ∧ ϕ . Theorem 1. φ4 . The immediate consequence of Theorem 1 is that we can verify the correctness of the layers of distributed reset independently. In order to generate Lts models of manageable size for a reasonably large number of processes in the algorithm we manually applied abstraction, live analysis [8], and we simplified the sequence of occurrence of faults by allowing multiple types of faults occurring at the same 1 a a We recall that q |= a ϕ iff ∃q − → q : q |= ϕ, where q and q are two states, − → is a a → q : q |= ϕ.

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