Functional encryption for attribute-weighted sums from \(k\)-Lin
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Publication:2096503
DOI10.1007/978-3-030-56784-2_23zbMath1504.94088OpenAlexW3037537544MaRDI QIDQ2096503
Michel Abdalla, Junqing Gong, Hoeteck Wee
Publication date: 9 November 2022
Full work available at URL: https://doi.org/10.1007/978-3-030-56784-2_23
Related Items (15)
(In)security of concrete instantiation of Lin17's functional encryption scheme from noisy multilinear maps ⋮ Broadcast encryption with size \(N^{1/3}\) and more from \(k\)-Lin ⋮ Bounded-collusion decentralized ABE with sublinear parameters ⋮ (Compact) Adaptively Secure FE for Attribute-Weighted Sums from k-Lin ⋮ Unbounded quadratic functional encryption and more from pairings ⋮ (Compact) adaptively secure FE for attribute-weighted sums from \(k\)-lin ⋮ Unbounded predicate inner product functional encryption from pairings ⋮ Multi-input quadratic functional encryption: stronger security, broader functionality ⋮ Compact FE for unbounded attribute-weighted sums for logspace from SXDH ⋮ (Inner-product) functional encryption with updatable ciphertexts ⋮ Generic construction of trace-and-revoke inner product functional encryption ⋮ Attribute-based multi-input FE (and more) for attribute-weighted sums ⋮ Verifiable functional encryption using Intel SGX ⋮ Simple and efficient FE for quadratic functions ⋮ Non-interactive anonymous router
Cites Work
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