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Improved security proofs and constructions for public-key ...
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Ruhr-Universität Bochum
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由 J Pan 著作2016 — This thesis improves the security proofs and constructions of public-key cryptography: The first part of the thesis proposes a simplified ...
Improved security proofs in lattice-based cryptography
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由 S Bai 著作2015被引用 230 次 — In this section, we prove Theorem 4.2 which allows to use the RD for distin- guishing problems, and we show how to apply it to the dual-Regev encryption scheme.
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Improved Security Proofs in Lattice-Based Cryptography
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由 S Bai 著作2018被引用 230 次 — Using the Rényi divergence is particularly suited for security proofs of primitives in which the attacker is required to solve a search problem ...
Improved Security Proofs in Lattice-Based Cryptography
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2024年11月21日 — Using the Rényi divergence is particularly suited for security proofs of primitives in which the attacker is required to solve a search problem ...
Ron Steinfeld
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Improved security proofs in lattice-based cryptography: using the Rényi divergence rather than the statistical distance. S Bai, T Lepoint, A Roux-Langlois, A ...
Improved Security Proofs in Lattice-Based Cryptography
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Improved Security Proofs in Lattice-Based Cryptography: Using the Rényi Divergence Rather Than the Statistical Distance.
Key Points and Methodology in Constructions and Security ...
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This paper is expected to be helpful for the reader to understand how to construct provably secure public-key cryptographic schemes, especially for those with a ...
[PDF] Improved Security Proofs in Lattice-Based Cryptography
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Improved Security Proofs in Lattice-Based Cryptography: Using the Rényi Divergence Rather than the Statistical Distance · 164 Citations · 37 References.
Public Key Cryptography PKC 2018 - IACR
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New Constructions of Identity-Based and Key-Dependent Message Secure Encryption Schemes ... Revisiting Proxy Re-Encryption: Forward Secrecy, Improved Security ...
Improved Security Proofs in Lattice-Based Cryptography
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由 S Bai 著作2018被引用 230 次 — Improved Security Proofs in Lattice-Based Cryptography: Using the Rényi Divergence Rather than the Statistical Distance.