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The Fine-Grained Cryptography project explores new computational hardness assumptions for cryptographic tools, focusing on public-key encryption and one-way functions. It aims to develop alternatives based on polynomial complexity gaps, enhancing the security and efficiency of advanced cryptographic applications in dec…
Encryption and authentication have long been the workhorse of secure systems, but with the shift towards a decentralized mode of data processing, contemporary cryptographic tools such as secure computation and homomorphic encryption are taking center stage.
Unlike their “private-key” counterparts, for which efficient candidate instantiations abound, these “public-key” types of primitives rely on a remarkably narrow base of computational hardness assumptions.
Developing and understanding new assu…
UNIVERSITA COMMERCIALE LUIGI BOCCONI
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