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Niederreiter,Harald

rp04147

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Full Name
Niederreiter,Harald
(not current staff)
Variants
Niederreiter, Harald
Niederreiter, H.
 
Main Affiliation
 
Faculty
 
Email
mathn@nus.edu.sg
 

Publications

Results 41-60 of 65 (Search time: 0.004 seconds).

Issue DateTitleAuthor(s)
41Oct-2008On the exact t-value of Niederreiter and Sobol' sequencesDick, J.; Niederreiter, H. 
42Nov-2002On the expected value of the linear complexity and the κ-error linear complexity of periodic sequencesMeidl, W.; Niederreiter, H. 
43Apr-2009On the gowers norm of pseudorandom binary sequencesNiederreiter, H. ; Rivat, J.
442001On the lattice structure of pseudorandom numbers generated over arbitrary finite fieldsNiederreiter, H. ; Winterhof, A.
452007On the structure of inversive pseudorandom number generatorsNiederreiter, H. ; Winterhof, A.
461-Jul-2002Partial densities on locally compact abelian groups and uniformly distributed sequencesNiederreiter, H. ; Sookoo, N.
47Dec-2008Periodic multisequences with large error linear complexityNiederreiter, H. ; Venkateswarlu, A.
48Feb-2003Periodic sequences with large k-error linear complexityNiederreiter, H. 
492003Periodic sequences with maximal linear complexity and almost maximal k-rrror linear complexityNiederreiter, H. ; Shparlinski, I.E.
50Nov-2003Periodic sequences with maximal linear complexity and large k-error linear complexityMeidl, W.; Niederreiter, H. 
512005Proof of a conjecture on the joint linear complexity profile of multisequencesNiederreiter, H. ; Wang, L.-P.
52Jun-2003Some current issues in quasi-Monte Carlo methodsNiederreiter, H. 
532000Some new codes from algebraic curvesDing, C. ; Niederreiter, H. ; Xing, C. 
142000Some new codes from algebraic curvesDing, Cunsheng ; Niederreiter, Harald ; Xing, Chaoping 
15Apr-2008Successive minima profile, lattice profile, and joint linear complexity profile of pseudorandom multisequencesWang, L.-P.; Niederreiter, H. 
16Oct-2004Systematic authentication codes from highly nonlinear functionsDing, C.; Niederreiter, H. 
17Feb-2007The asymptotic behavior of the joint linear complexity profile of multisequencesNiederreiter, H. ; Wang, L.-P.
182006The characterization of 2n-periodic binary sequences with fixed 1-error linear complexityFu, F.-W. ; Niederreiter, H. ; Su, M.
19Aug-2003The Existence of Good Extensible Polynomial Lattice RulesNiederreiter, H. 
20Jun-2003The existence of good extensible rank-1 latticesHickernell, F.J.; Niederreiter, H.