TU3.R7.3

The Unique Form of the Uncorrelated Optimal ZCZ Sequence Families

Gangsan Kim, Hong-Yeop Song, Yonsei University, Korea (South)
Session:
Sequences 2
Track:
5: Cryptography
Location:
VIP
Presentation Time:
Tue, 9 Jul, 15:05 - 15:25
Session Chair:
Lukas Koelsch,
Abstract
This paper proves that Popović's construction describes all the uncorrelated optimal ZCZ sequence families.
Session TU3.R7
TU3.R7.1: A new family of binary sequences based on the generalized ERC construction
Francisco Javier Soto, Ana Isabel Gómez, Universidad Rey Juan Carlos, Spain; Domingo Gómez-Pérez, Universidad de Cantabria, Spain
TU3.R7.2: Network Analysis of Baker's Map Implemented in a Fixed-point Arithmetic Domain
Kai Tan, Chengqing Li, Xiangtan University, China
TU3.R7.3: The Unique Form of the Uncorrelated Optimal ZCZ Sequence Families
Gangsan Kim, Hong-Yeop Song, Yonsei University, Korea (South)
TU3.R7.4: On de Bruijn Covering Sequences and Arrays
Yeow Meng Chee, National University Singapore, Singapore; Tuvi Etzion, Technion, Israel Technology Institute, Israel; Hoang Ta, Van Khu Vu, National University Singapore, Singapore
Resources
View Manuscript