Public Key Cryptography PKC 2017 1st Edition by Serge Fehr – Ebook PDF Instant Download/Delivery: 9783662543641,3662543648
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Product details:
ISBN 10:3662543648
ISBN 13:9783662543641
Author:Serge Fehr
The two-volume set LNCS 10174 and 10175 constitutes the refereed proceedings of the 20th IACR International Conference on the Practice and Theory in Public-Key Cryptography, PKC 2017, held in Amsterdam, The Netherlands, in March 2017.
The 34 revised papers presented were carefully reviewed and selected from 160 submissions. They are organized in topical sections such as Cryptanalysis, Protocols, Encrpytion Schemes, Leakage-Resilient and Non-Malleable Codes, Number Theory and Diffie-Hellman, Encryption with Access Control, Special Signatures, Fully Homomorphic Encryption, Real-World Schemes, Multiparty Computation and Primitives.
Public Key Cryptography PKC 2017 1st Table of contents:
1. Cryptanalysis
LP Solutions of Vectorial Integer Subset Sums – Cryptanalysis of Galbraith’s Binary Matrix LWE
Improved Algorithms for the Approximate k-List Problem in Euclidean Norm
Zeroizing Attacks on Indistinguishability Obfuscation over CLT13
2. Ptroocols
Cut Down the Tree to Achieve Constant Complexity in Divisible E-cash
Asymptotically Tight Bounds for Composing ORAM with PIR
Predictable Arguments of Knowledge
Removing Erasures with Explainable Hash Proof Systems
Scalable Multi-party Private Set-Intersection
3. Encryption Schemes
Tightly Secure IBE Under Constant-Size Master Public Key
Separating IND-CPA and Circular Security for Unbounded Length Key Cycles
Structure-Preserving Chosen-Ciphertext Security with Shorter Verifiable Ciphertexts
4. Leakage-Resilient and Non-Malleable Codes
Non-malleable Codes with Split-State Refresh
Tight Upper and Lower Bounds for Leakage-Resilient, Locally Decodable and Updatable Non-malleable Codes
Fully Leakage-Resilient Codes
5. Number Theory and Diffie-Hellman
On the Bit Security of Elliptic Curve Diffie–Hellman
Extended Tower Number Field Sieve with Application to Finite Fields of Arbitrary Composite Extension Degree
Provably Secure NTRU Instances over Prime Cyclotomic Rings
Equivalences and Black-Box Separations of Matrix Diffie-Hellman Problems
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Serge Fehr,Cryptography,Publi,PKC