Titlebook: High Performance Scientific and Engineering Computing; Proceedings of the I Hans-Joachim Bungartz,Franz Durst,Christoph Zenger Conference p

attenuate

f the licensing agreement. This attack defeats any tracing mechanism that requires interaction with the pirate decoder for identifying compromised keys. Merely tracing pirate rebroadcasts is of little use and one should be also able to revoke the involved traitor keys. The only currently known schem

只有

縮短

P. Rentrop,O. Scherf,B. Simeonrs to outsource privacy-preserving computations without interaction. In this paper, we propose a fully privacy-preserving, effective, and efficient clustering scheme based on CKKS, in which we construct two iterative formulas to solve the challenging ciphertext comparison and division problems, resp

puzzle

刪減

SPER

G. Sachs,P. Hermle,W. Kl?cknerlarly interesting variant is Offline WE (OWE) by Abusalah et al. (ACNS 2016), as the encryption algorithm uses neither obfuscation nor multilinear maps..Current OWE schemes provide only . security. That is, the adversary must commit to their challenge messages . and . . seeing the public parameters.

使尷尬

E. Grigat,G. Sachsnd matrices. To overcome the limitation of large ciphertext expansion that is typical in AGCD-based schemes, we randomize the ciphertexts with a hidden matrix, which allows us to choose smaller parameters. To be able to efficiently evaluate circuits with large multiplicative depth, we use a decompos

高度

R. Mehlhorn,G. Sachsy . parties can efficiently recover .. Proactive Secret Sharing (PSS) retains confidentiality of . even when a . corrupts all parties over the secret’s lifetime, but no more than a threshold . in each epoch (called a refresh period). Withstanding such adversaries is becoming increasingly important w

affinity

On the Realistic Performance of Linear Algebra Components in Iterative Solvers2] allows a successive decomposition of ‘global’ problems into smaller ‘local’ subproblems. On the lowest-level ‘local’ patches, highly regular data structures are preferred which allow the use of high-performance Numerical Linear Algebra tools as ingredients in multigrid solvers. Realistic MFLOP ra

Migratory