Sequences and Their Applications - SETA 2004序列及其应用 - SETA 2004 /会议文集

书籍目录

Invited Papers

 A Survey of Some Recent Results on Bent Functions

 A Survey of the Merit Factor Problem fbr Binary Sequences

 A Survey of Feedback with Carry Shift Registers

 Univariate and Multivariate Merit Factors

Complexity of Sequences I

 Discrete Fourier Transform, Joint Linear Complexity and Generalized Joint Linear Complexity of Multisequences

  Expected Value of the Linear Complexity of Two-Dimensional Binary Sequences

  Asymptotic Behavior of Normalized Linear Complexity of Multi-sequences

  A Unified View on Sequence Complexity Measures as Isometries

Complexity of Sequences II

  One-Error Linear Complexity over Fp of Sidelnikov Sequences

  On the Generalized Lauder-Paterson Algorithm and Profiles of the

  On the Computation of the Linear Complexity and the k-error Linear Complexity of Binary Sequences with Period a Power of Two

  On the 2-Adic Complexity and the k-Error 2-Adic Complexity of Periodic Binary Sequences

Perfect Sequences

  Almost-Perfect and Odd-Perfect Ternary Sequences

  Cross-Correlation Properties of Perfect Binary Sequences

Sequence Constructions

  New Sets of Binary and Ternary Sequences with Low Correlation

  Improved p-ary Codes and Sequence Families from Galois Rings

  Quadriphase Sequences Obtained from Binary Quadratic Form Sequences

  New Families of p-Ary Sequences from Quadratic Form with Low Correlation and Large Linear Span

Sequences over Zm

  On the Distribution of Some New Explicit Nonlinear Congruential Pseudorandom Numbers

  Distribution of r-Patterns in the Most Significant Bit of a Maximum Length Sequence over Z2,

Sequence Generator Properties and Applications

Optics and OFDM Applications

Polynomaials and Functions

Author Index

作者简介

The LNCS series reports state-of-the-art results in computer science research，development，and education，at a high level and in both printed and electronic form.Enjoying tight cooperation with the R&D community，with numerous individuals，as well as with prestigious organizations and societies，LNCS has grown into the most comprehensive computer science research forum available.

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