H
Harald Niederreiter
Researcher at Austrian Academy of Sciences
Publications - 314
Citations - 22794
Harald Niederreiter is an academic researcher from Austrian Academy of Sciences. The author has contributed to research in topics: Pseudorandom number generator & Finite field. The author has an hindex of 50, co-authored 314 publications receiving 22060 citations. Previous affiliations of Harald Niederreiter include University of Salzburg & University of Illinois at Urbana–Champaign.
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Joint linear complexity of arbitrary multisequences consisting of linear recurring sequences
TL;DR: The set of s-fold multisequences such that @s"i is a linear recurring sequence over F"q with characteristic polynomial g"i for each 1=
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An algorithm for shifted continued fraction expansions in parallel linear time
TL;DR: A transducer that in only C q · n+1 2 F q operations, where C 2 =7 and C q =6.5 for q ⩾3, computes the continued fraction expansions of all n shifted sequences, yielding an O (n 2 · log n) time–space product.
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On the Expansion Complexity of Sequences Over Finite Fields
TL;DR: In 2012, Diem introduced a new figure of merit for cryptographic sequences called expansion complexity, which is called irreducible expansion complexity (IREC) and is more suitable for certain applications as discussed by the authors.
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Improved Asymptotic Bounds for Codes Using Distinguished Divisors of Global Function Fields
TL;DR: Improved lower bounds on the corresponding function $\alpha_q^{\rm lin}$ for linear codes are shown on the basis of distinguished divisors of global function fields.