曹喜望
Personal Homepage
Paper Publications
A Kind of Disjoint Cyclic Perfect Mendelsohn Difference Family and Its Applications in Strictly Optimal FHSs
Hits:

Affiliation of Author(s):理学院

Journal:2017 EIGHTH INTERNATIONAL WORKSHOP ON SIGNAL DESIGN AND ITS APPLICATIONS IN COMMUNICATIONS (IWSDA)

Key Words:Frequency-hopping sequence strictly optimal disjoint cyclic perfect Mendelsohn difference family Zeng-Cai-Tang-Yang cyclotomy

Abstract:In this paper, we propose a direct construction of disjoint cyclic perfect Mendelsohn difference family (CPMDF) from Zeng-Cai-Tang-Yang cyclotomy. As we all know, strictly optimal frequency-hopping sequences (FHSs) are a kind of optimal FHSs which has optimal Hamming auto-correlation for any correlation window. As an application of our disjoint CPMDFs, we present more flexible combinatorial constructions of strictly optimal FHSs, which can produce new strictly optimal FHSs.

ISSN No.:2150-3680

Translation or Not:no

Date of Publication:2017-01-01

Co-author:Xu, Shanding,Tang, Chunming

Correspondence Author:cxw

Personal information

Professor
Supervisor of Doctorate Candidates

Gender:Male

Education Level:北京大学

Degree:Doctoral Degree in Science

School/Department:College of Science

Discipline:Basic Mathematics. Applied Mathematics. Mathematics

Contact Information:http://faculty.nuaa.edu.cn/cxw1/zh_CN/index.htm

Click:

Open time:..

The Last Update Time:..


Copyright©2018- Nanjing University of Aeronautics and Astronautics·Informationization Department(Informationization Technology Center)

MOBILE Version