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An Algorithm for Counting the Number of $2^n$-Periodic Binary Sequences with Fixed $k$-Error Linear Complexity
Sequence Linear Complexity k-Error Linear Complexity
2016/12/7
The linear complexity and kk-error linear complexity of sequences are important measures of the strength of key-streams generated by stream ciphers. The counting function of a sequence complexity meas...
DISTRIBUTION OF R-PATTERNS IN THE KERDOCK-CODE BINARY SEQUENCES AND THE HIGHEST LEVEL EQUENCES OF PRIMITIVE SEQUENCES OVER $Z_{2^l}$
r-pattern exponential sum over Galois ring Kerdock-code binary sequence
2009/3/27
The distribution of r-patterns is an important aspect of pseudo-
randomness for periodic sequences over finite field.The aim of this work is
to study the distribution of r-patterns in the Kerdock-co...
‘Good’Pseudo-Random Binary Sequences from Elliptic Curves
pseudorandom sequences elliptic curves exponential sums well-distribution
2008/8/15
Some families of binary sequences are constructed from elliptic curves. Such se-
quences are shown to be of strong pseudorandom properties with `small' well-distribution mea-
sure and ‘small’ correl...