By Kun Peng, Matt Henricksen (auth.), Lorenzo Cavallaro, Dieter Gollmann (eds.)
This quantity constitutes the refereed lawsuits of the seventh IFIP WG 11.2 foreign Workshop on details safety conception and Practices: defense and privateness of cellular units in instant communique, WISTP 2013, held in Heraklion, Crete, Greece, in might 2013. The nine revised complete papers offered including keynote speeches have been conscientiously reviewed and chosen from 19 submissions. The scope of the workshop spans the theoretical points of cryptography and cryptanalysis, cellular protection, shrewdpermanent playing cards and embedded devices.
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Extra info for Information Security Theory and Practice. Security of Mobile and Cyber-Physical Systems: 7th IFIP WG 11.2 International Workshop, WISTP 2013, Heraklion, Greece, May 28-30, 2013. Proceedings
These schemes can be either deterministic or probabilistic. Under deterministic schemes, every node is capable of establishing a pair-wise key with all its neighbors. One method that stands out is the one proposed in , whereby every two nodes in the network share exactly one common key. , deterministic schemes do not scale well with network size  and are thus unsuitable for 6LoWPANs where scalability is a desirable feature. Under probabilistic schemes, a common key is present between two neighbors with some probability.
1 Security Properties of RSSs and SSSs We consider the following security properties as formalized in [5,8] : Unforgeability (SSS, RSS) assures that third parties cannot produce a signature for a “fresh” message. “Fresh” means it has been issued neither by the signer, nor by the sanitizer. This is similar to the unforgeability requirements of standard signature schemes. Immutability (SSS, RSS) immutability prevents the sanitizer from modifying non-admissible blocks. Most RSSs do treat all blocks as redactable, but if they diﬀerentiate, immutability exists equally, named “disclosure secure” .
506s for signing 10 Table 1. C. P¨ ohls et al. blocks with 4096 bit keys . We only make use of the functions exposed by the API. Hence, our implementations are portable to other smart cards, given they provide a cryptographic co-processor that supports RSA algorithms. We would have liked direct access to the cryptographic co-processor, as raised in , instead of using the exposed ALG RSA NOPAD as a workaround. References 1. : Computing on authenticated data. In: Cramer, R. ) TCC 2012. LNCS, vol.