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2019
DOI: 10.1007/978-3-030-31578-8_19
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Improved Multiplication Triple Generation over Rings via RLWE-Based AHE

Abstract: An important characteristic of recent MPC protocols is an input-independent setup phase in which most computations are offloaded, which greatly reduces the execution overhead of the online phase where parties provide their inputs. For a very efficient evaluation of arithmetic circuits in an information-theoretic online phase, the MPC protocols consume Beaver multiplication triples generated in the setup phase. Triple generation is generally the most expensive part of the protocol, and improving its efficiency … Show more

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Cited by 18 publications
(8 citation statements)
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References 22 publications
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“…Different from the state-of-the-art solutions proposed in [15,20], where a party (say, Alice) first splits her private input x A to a share vector x A = (x A,1 , • • • , x A,l ) and then invokes an AHE to compute shares s A with Bob whose input is x B and x B = (x B,1 , • • • , x B,l ) and output is s B such that x A • x B =s A + s B , we formalize Beaver triple generators in the context of 2-party shared scalar product protocol to get s A + s B = x A • x B and then Alice (Bob resp.,) dispenses her shares…”
Section: This Workmentioning
confidence: 97%
See 1 more Smart Citation
“…Different from the state-of-the-art solutions proposed in [15,20], where a party (say, Alice) first splits her private input x A to a share vector x A = (x A,1 , • • • , x A,l ) and then invokes an AHE to compute shares s A with Bob whose input is x B and x B = (x B,1 , • • • , x B,l ) and output is s B such that x A • x B =s A + s B , we formalize Beaver triple generators in the context of 2-party shared scalar product protocol to get s A + s B = x A • x B and then Alice (Bob resp.,) dispenses her shares…”
Section: This Workmentioning
confidence: 97%
“…The Beaver triples deployed in the SPDZ framework are originally constructed from somewhat homomorphic encryptions [9]. Since the computation cost of ciphertext multiplications is high if one leverages somewhat homomorphic encryptions, more and more researchers are considering alternative constructions such as oblivious-transfers [14], additively homomorphic encryptions [15,20], multiplicatively homomorphic encryption [27] and multiplicatively homomorphic key management system [28], where a proof of equivalence between constructions leveraging multiplicatively homomorphic encryption and multiplicatively homomorphic key management system has been proposed. In this work, an efficient solution for generating Beaver triples starting from asymmetric oblivious scalar product protocol is proposed and analyzed.…”
Section: This Workmentioning
confidence: 99%
“…Secure addition (respectively, XORing in B) can be executed locally, that is without communication between the parties. Secure multiplication (respectively, AND in B) is done in an interactive protocol among the two parties using so-called multiplication triples [53][54][55]. Using only addition and multiplication (similarly, AND and XOR) arbitrary functions can be calculated.…”
Section: Secure Multi-party Computation (Mpc)mentioning
confidence: 99%
“…Secure addition (respectively, XORing in B ) can be executed locally, that is without communication between the parties. Secure multiplication (respectively, AND in B ) is done in an interactive protocol among the two parties using so-called multiplication triples [61,69,70]. Using only addition and multiplication (similarly, AND and XOR ) arbitrary functions can be calculated.…”
Section: Boolean and Arithmetic Secret Sharingmentioning
confidence: 99%