scientific article; zbMATH DE number 1418304

zbMath0972.94029MaRDI QIDQ4941864

Dan Boneh, Matthew Franklin

Publication date: 19 July 2000

Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.

zbMATH Keywords

public key encryption schememany private decryption keysone public encryption key

Mathematics Subject Classification ID

Cryptography (94A60)

Related Items (30)

Traceable secret sharing and applications ⋮ White box traitor tracing ⋮ Blending FHE-NTRU Keys – The Excalibur Property ⋮ Pirate decoder for the broadcast encryption schemes from Crypto 2005 ⋮ Separation and Witnesses ⋮ New approaches to traitor tracing with embedded identities ⋮ Black-box Trace\&Revoke codes ⋮ Complete tree subset difference broadcast encryption scheme and its analysis ⋮ Hardness of \(k\)-LWE and applications in traitor tracing ⋮ Indistinguishable Proofs of Work or Knowledge ⋮ Fully collusion resistant trace-and-revoke functional encryption for arbitrary identities ⋮ Beyond software watermarking: traitor-tracing for pseudorandom functions ⋮ Generic construction of trace-and-revoke inner product functional encryption ⋮ Collusion Resistant Traitor Tracing from Learning with Errors ⋮ On the Effects of Pirate Evolution on the Design of Digital Content Distribution Systems ⋮ A note on the security of KHL scheme ⋮ Defending against Key Abuse Attacks in KP-ABE Enabled Broadcast Systems ⋮ Fully collusion-resistant traitor tracing scheme with shorter ciphertexts ⋮ Fully Collusion Resistant Traitor Tracing with Short Ciphertexts and Private Keys ⋮ Public Key Broadcast Encryption with Low Number of Keys and Constant Decryption Time ⋮ Watermarking cryptographic functionalities from standard lattice assumptions ⋮ Practical Ciphertext-Policy Attribute-Based Encryption: Traitor Tracing, Revocation, and Large Universe ⋮ Scalable public-key tracing and revoking ⋮ Trade-Off Traitor Tracing ⋮ Traitors Collaborating in Public: Pirates 2.0 ⋮ Identity-Based Trace and Revoke Schemes ⋮ Using Digital Watermarking for Securing Next Generation Media Broadcasts ⋮ Efficient Traitor Tracing from Collusion Secure Codes ⋮ A public-key traitor tracing scheme with revocation using dynamic shares ⋮ New techniques for traitor tracing: size \(N^{1/3}\) and more from pairings

This page was built for publication: