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- W94652904 abstract "Given an LLL-basis B of dimension n = hk we accelerate slide-reduction with blocksize k to run under a reasonable assumption within 1 6 nh log1+e α local SVP-computations of dimension k, where α ≥ 4 3 measures the quality of the given LLL-basis and e is the quality of slidereduction. If the given basis B is already slide-reduced for blocksize k/2 the 1 6 nh log1+e α bound further decreases to 2 3 h(1 + log1+e γk/2). This bound is polynomial in n for arbitrary bit-length of B, it improves previous bounds considerably. We also accelerate LLL-reduction." @default.
- W94652904 created "2016-06-24" @default.
- W94652904 creator A5013327017 @default.
- W94652904 date "2011-01-01" @default.
- W94652904 modified "2023-09-24" @default.
- W94652904 title "Accelerated Slide- and LLL-Reduction." @default.
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