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Abstract
In this talk, we will discuss how to construct lattice-based zero-knowledge proofs with sublinear communication complexity using recursive techniques.
The method is similar to Bulletproofs, a zero-knowledge protocol in the discrete-logarithm setting. It is based on folding techniques, which allow a commitment to a long vector to be rewritten as a commitment to a shorter one, plus some correction terms.
We explain the potential benefits and drawbacks and see what types of proof-sizes can be achieved.