Composition of Secure Multi-Party Protocols: A Comprehensive by Yehuda Lindell PDF

By Yehuda Lindell

ISBN-10: 354020105X

ISBN-13: 9783540201052

In the surroundings of multi-party computation, units of 2 or extra events with deepest inputs desire to together compute a few (predetermined) functionality in their inputs. basic effects pertaining to safe two-party or multi-party computation have been first introduced within the Eighties. positioned in brief, those effects assert that lower than convinced assumptions you can actually build protocols for securely computing any wanted multi-party performance. notwithstanding, this examine relates in simple terms to a atmosphere the place a unmarried protocol execution is conducted. against this, in sleek networks, many various protocol executions are run on the related time.

This e-book is dedicated to the overall and systematic research of safe multi-party computation less than composition. regardless of its emphasis on a theoretically well-founded remedy of the topic, common ideas for designing safe protocols are constructed that could even bring about schemes or modules to be included in functional structures. The e-book clarifies basic matters relating to protection in a multi-execution atmosphere and offers a complete and designated remedy of the composition of safe multi-party protocols.

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Extra resources for Composition of Secure Multi-Party Protocols: A Comprehensive Study

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1 uses ideas from the proof by Fischer et al. [flm86] that no unauthenticated Byzantine Agreement protocol can tolerate n/3 or more corrupted parties. 2 There exists no protocol for authenticated Byzantine Agreement for three parties, that remains secure under parallel self composition (for even just two executions) and can tolerate one corrupted party. Proof. Assume, by contradiction, that there exists a protocol Π that solves the Byzantine Agreement problem for three parties A, B and C, where one may be corrupt.

The importance of this new definition is due to a composition theorem that states that any universally composable protocol remains secure under concurrent general composition with arbitrary sets of parties [c01]. Therefore, universal composability provides the security guarantees needed for running protocols in modern network settings. As such, it is a very important contribution to the theory of secure computation and protocol composition. It has been shown that in the case of an honest majority, universally composable protocols exist for any multi-party functionality [c01] (based on the protocols of [bgw88, rb89]).

Sn constitute a public-key infrastructure for digital signatures. That is, the trusted party chooses verification and signing keypairs (vk1 , sk1 ), . . , (vkn , skn ) from a secure signature scheme, and sets the contents of party Pi ’s tape to equal si = (vk1 , . . , vki−1 , ski , vki+1 , . . , vkn ). In other words, all parties are given their own signing key and the verification keys of all the other parties. We note that this preprocessing phase can also be used to setup a common reference string to be accessed by all parties (in this case, all the si ’s are set to the same reference string).

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Composition of Secure Multi-Party Protocols: A Comprehensive Study by Yehuda Lindell


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