Media Summary: Paper by Elette Boyle and Yuval Ishai and Antigoni Polychroniadou, presented at Crypto 2018. Paper by Ran Cohen, Abhi Shelat, Daniel Wichs presented at Crypto 2019 See ... Paper by Elette Boyle and Niv Gilboa and Yuval Ishai presented at Eurocrypt 2017.

Limits Of Practical Sublinear Secure Computation - Detailed Analysis & Overview

Paper by Elette Boyle and Yuval Ishai and Antigoni Polychroniadou, presented at Crypto 2018. Paper by Ran Cohen, Abhi Shelat, Daniel Wichs presented at Crypto 2019 See ... Paper by Elette Boyle and Niv Gilboa and Yuval Ishai presented at Eurocrypt 2017. Authors: James Bartusek, Andrea Coladangelo, Dakshita Khurana and Fermi Ma // Alex Bredariol Grilo, Huijia Lin, Fang Song and ... Elette Boyle and Niv Gilboa and Yuval Ishai, Crypto 2016. See

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Limits of Practical Sublinear Secure Computation
Secure Computation with Sublinear Amortized Work
Adaptively Secure MPC with Sublinear Communication Complexity
Group Based Secure Computation Optimizing Rounds, Communication, and Computation
Large Scale Secure computation: MPC for Parallel RAM Programs - Dr. Elette Boyle
Secure computation with RAMs - Dr Mariana Raykova, Yale University
MPC-TP: Succinct Non Interactive Secure Computation - Antigoni Polychroniadou
QIP2021 | Secure Computation is in MiniQCrypt (James Bartusek & Alex Grilo)
Breaking the Circuit Size Barrier for Secure Computation Under DDH
MPC-TP: SMPAI: Secure Multiparty Computation for Federated Learning - Antigoni Polychroniadou
MPC-TP: Homomorphic Secret Sharing - Part II - Elette Boyle
Distributed Zero-Knowledge Proofs and Applications to Secure Computation - Elette Boyle
Sponsored
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Limits of Practical Sublinear Secure Computation

Limits of Practical Sublinear Secure Computation

Paper by Elette Boyle and Yuval Ishai and Antigoni Polychroniadou, presented at Crypto 2018.

Secure Computation with Sublinear Amortized Work

Secure Computation with Sublinear Amortized Work

We present the first protocol for

Adaptively Secure MPC with Sublinear Communication Complexity

Adaptively Secure MPC with Sublinear Communication Complexity

Paper by Ran Cohen, Abhi Shelat, Daniel Wichs presented at Crypto 2019 See ...

Group Based Secure Computation Optimizing Rounds, Communication, and Computation

Group Based Secure Computation Optimizing Rounds, Communication, and Computation

Paper by Elette Boyle and Niv Gilboa and Yuval Ishai presented at Eurocrypt 2017.

Large Scale Secure computation: MPC for Parallel RAM Programs - Dr. Elette Boyle

Large Scale Secure computation: MPC for Parallel RAM Programs - Dr. Elette Boyle

Large Scale

Sponsored
Secure computation with RAMs - Dr Mariana Raykova, Yale University

Secure computation with RAMs - Dr Mariana Raykova, Yale University

Secure computation

MPC-TP: Succinct Non Interactive Secure Computation - Antigoni Polychroniadou

MPC-TP: Succinct Non Interactive Secure Computation - Antigoni Polychroniadou

SECURE

QIP2021 | Secure Computation is in MiniQCrypt (James Bartusek & Alex Grilo)

QIP2021 | Secure Computation is in MiniQCrypt (James Bartusek & Alex Grilo)

Authors: James Bartusek, Andrea Coladangelo, Dakshita Khurana and Fermi Ma // Alex Bredariol Grilo, Huijia Lin, Fang Song and ...

Breaking the Circuit Size Barrier for Secure Computation Under DDH

Breaking the Circuit Size Barrier for Secure Computation Under DDH

Elette Boyle and Niv Gilboa and Yuval Ishai, Crypto 2016. See http://www.iacr.org/cryptodb/data/paper.php?pubkey=27699.

MPC-TP: SMPAI: Secure Multiparty Computation for Federated Learning - Antigoni Polychroniadou

MPC-TP: SMPAI: Secure Multiparty Computation for Federated Learning - Antigoni Polychroniadou

SECURE

MPC-TP: Homomorphic Secret Sharing - Part II - Elette Boyle

MPC-TP: Homomorphic Secret Sharing - Part II - Elette Boyle

SECURE

Distributed Zero-Knowledge Proofs and Applications to Secure Computation - Elette Boyle

Distributed Zero-Knowledge Proofs and Applications to Secure Computation - Elette Boyle

Keynote at the 4th ZKProof Workshop.

MIT PhD Defense: Practical Cryptographically Private and Verifiable Computation

MIT PhD Defense: Practical Cryptographically Private and Verifiable Computation

Nikola Samardzic's PhD Thesis Defense on