A Pragmatic Introduction to
Secure Multi-Party Computation
Secure multi-party computation (MPC) has evolved from a theoretical curiosity in the 1980s to a tool for building real systems today. Over the past decade, MPC has been one of the most active research areas in both theoretical and applied cryptography. This book introduces several important MPC protocols, and surveys methods for improving the efficiency of privacy-preserving applications built using MPC. Besides giving a broad overview of the field and the insights of the main constructions, we overview the most currently active areas of MPC research and aim to give readers insights into what problems are practically solvable using MPC today and how different threat models and assumptions impact the practicality of different approaches.
NOW Publishers, December 2018: Publishers Page
May 2022: Lúcás Meier includes Pragmatic MPC in his list of Some Cryptography Books I Like:
I read this one quite recently, and I’d highly recommend it. ... I highly recommend this book if you’re interested in MPC. It’s also a short read, so if you’re not interested in MPC, you should still give it a look, and you might change that.
June 2021: A Chinese translation of the book is now available from China Machine Press!
Thanks to Weiran Liu and Sengchao Ding for all the work they did on the translation (which also substantially improve the English version with all the mistakes they found in their careful translation work).
To order: JD.com book link
January 2021: For a quick introduction to MPC, read Yehuda Lindell’s article: Secure Multiparty Computation (Communications of the ACM, January 2021). There’s even a movie:
We are aware of parts of this book being used in the following courses:
Boston University CS 791/JD 673 / UC Berkeley CS 294, Law for Algorithms
Ran Canetti (BU CS), Stacey Dogan (BU Law), Aloni Cohen (BU CS & Law), Shafi Goldwasser (UC Berkeley CS), Frank Partnoy (UC Berkeley Law)
Brown CS 2950, Topics in Applied Cryptography: Crypto for Social Good
George Washington University GWU CSIC 3907-83/6907-81, Advanced Cryptography
Stanford CS 355, Topics in Cryptography
Saba Eskandarian, Dima Kogan, and Florian Tramèr
University of Maryland, CMSC 858T — Introduction to Secure Distributed Computation
University of Missouri, CMP_SC 8001 — Wei Jiang has shared slides he developed for his course following the book:
- 1. Introduction
- 2. Defining SMC
- 3-1. Fundamental MPC Protocols
- 3-2. Fundamental MPC Protocols
- 3-3. Fundamental MPC Protocols
If you know of other courses using the book, please let me know.