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Homomorphic Large Precision Integers Using Concrete

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Hosted By
Rand H. and Jeremy Z.
Homomorphic Large Precision Integers Using Concrete

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# Abstract

To build real life applications with outsourced and secure computations, fully homomorphic encryption (FHE) turns out to be a powerful tool.

Accordingly, FHE schemes must offer efficient implementation to ensure input precision. That way, the design of new data structures and information encoding strategies can be particularly suited for a given context.

In this talk, we will detail a few constructions of large integers based on the TFHE cryptosystem. We will also explore their theoretical aspects
along with their implementations in the Concrete library.

# About the speaker

Jean-Baptiste Orfila works at the intersection of homomorphic encryption, optimization and computer science applied to fast and secure
outsourced computations. Recently, his research involves improving the
homomorphic encryption scheme TFHE both in terms of precision and efficiency. He is currently researcher at Zama and formerly worked on secure multi-party computations, public key infrastructures and protocol security.

# Link

https://zama-ai.zoom.us/j/81793675423

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