PPT-Garbled Circuits Introduction

Author : faustina-dinatale | Published Date : 2018-11-02

Oblivious Transfer OT A Simple AND Garbled Circuit Free XOR NOT Garbled Circuits Garbled Circuits Basic Cost Oblivious Transfer OT 1 out of 2 or 1 out of N Alice

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Garbled Circuits Introduction: Transcript

Oblivious Transfer OT A Simple AND Garbled Circuit Free XOR NOT Garbled Circuits Garbled Circuits Basic Cost Oblivious Transfer OT 1 out of 2 or 1 out of N Alice transfers to Bob 2 or . Private RAM Computation. Daniel . Wichs. Northeastern University. with: Craig Gentry, . Shai. . Halevi. , Mariana . Raykova. Problem Overview. Weak client wants to leverage resources of a powerful server to compute . Garbling Circuits. Based on joint works with. Yuval . Ishai. . Eyal. . Kushilevitz. Brent Waters. University of Texas. Technion. Technion. . Benny . Applebaum. Tel Aviv University. Garbled Circuit. Daniel . Wichs. (Northeastern University). Joint work with: Craig Gentry, . Shai. . Halevi. , . Seteve. Lu, . Rafail. . Ostrovsky. , Mariana . Raykova. . Goals of Garbled RAM. An analogue of . Yao garbled circuits. from . A Fixed-key Blockcipher. Applied MPC workshop. February 20, 2014. Mihir Bellare. UC San Diego. Viet Tung Hoang. UC San Diego. Phillip Rogaway. UC Davis. Sriram Keelveedhi. UC San Diego. Garbled circuit. Nathaniel Husted, Steve Myers, . abhi. . shelat. , . Paul . Grubbs. Alice . and Bob want to compute a public function of their private inputs.. Secure Two-party Computation. Disease Database. Alice. Zero-knowledge. Claudio . Orlandi – . Aarhus. University. In this talk: 3 simple ideas from. Jawurek. , . Kerschbaum. , Orlandi. Zero-Knowledge from Garbled Circuits, CCS 2013. Frederiksen. , Nielsen, Orlandi. Arranged by Scott . Griffy. Background of “Garbled Circuits”. Secure Multi-party function evaluation. Idea started in 1982 by Yao. Term coined in a conference in 1990 by Beaver, . Micali. , and . Secure Multi-Party Computation. Debayan Gupta. Yale University. May 11, 2016. Jai . Dadabhai. The Apparent Paradox of . Modern Cryptography. Intuitive ideas of secrecy. Encrypted data are safe; but they appear to be unusable. Garbling Circuits. Based on joint works with. Yuval . Ishai. . Eyal. . Kushilevitz. Brent Waters. University of Texas. Technion. Technion. . Benny . Applebaum. Tel Aviv University. Garbled Circuit Construction. Secure Multi-Party Computation. Debayan Gupta. Yale University. May 11, 2016. Jai . Dadabhai. The Apparent Paradox of . Modern Cryptography. Intuitive ideas of secrecy. Encrypted data are safe; but they appear to be unusable. Daniel . Wichs. Northeastern University. with: Craig Gentry, . Shai. . Halevi. , Mariana . Raykova. Problem Overview. Weak client wants to leverage resources of a powerful server to compute . without revealing . A Fixed-key Blockcipher. Applied MPC workshop. February 20, 2014. Mihir Bellare. UC San Diego. Viet Tung Hoang. UC San Diego. Phillip Rogaway. UC Davis. Sriram Keelveedhi. UC San Diego. Garbled circuit. Secure . Computation. David Evans. University of Virginia. http://www.cs.virginia.edu/evans. http://www.MightBeEvil.com. DHOSA MURI . PIs Meeting. Berkeley, CA. 28 April 2011. transformation. HARDWARE. for Garbled Circuits. Presenter: . Ni Trieu. Joint work with: . Vladimir Kolesnikov, . Jesper. . Buus. Nielsen, . Mike Rosulek, . Roberto . Trifiletti. 1. 2PC. Secure Two-party Computation. . .

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