| Συγγραφείς: | Kolokotronis N., Rizomiliotis P., Kalouptsidis N. |
|---|
| Τίτλος: | First-order optimal approximation of binary sequences |
|---|
| Συνέδριο: | 2001 Conference on Sequences and Their Applications |
|---|
| Editors: | T. Helleseth, P. V. Kumar, and K. Yang |
|---|
| Ed: | Όχι |
|---|
| Eds: | Ναι |
|---|
| Σελίδες: | 242-256 |
|---|
| Να εμφανιστεί: | Όχι |
|---|
| Μήνας: | Μάιος |
|---|
| Έτος: | 2001 |
|---|
| Τόπος: | Bergen, Norway |
|---|
| Εκδότης: | Series in Discrete Mathematics and Theoretical Computer Science, Springer |
|---|
| Δεσμός: | |
|---|
| Όνομα αρχείου: | |
|---|
| Περίληψη: | A new family of balanced sequences over
Fp, p odd prime, with the optimal correlation property
is presented. The construction is based on p-ary
Helleseth-Gong sequences with ideal autocorrelation.
The family contains pn balanced sequences of period
p2n−1. The correlation spectrum peak nontrivial value
does not exceed 1 + pn, i.e. it is optimal in terms
of Welch’s lower bound. The linear span of the sequences
is 2n( n
k + 2), where k is a divisor of n such
that n/k is odd. |
|---|
English