岳勤
Professor
Education Level:中国人民共和国科学技术大学
Degree:Doctoral Degree in Science
School/Department:College of Science
Discipline:Basic Mathematics. Applied Mathematics. Mathematics
E-Mail:
Hits:
Affiliation of Author(s):理学院
Journal:IEEE TRANSACTIONS ON INFORMATION THEORY
Key Words:Code division multiple access codebooks signal sets compressed sensing Welch bound Levenshtein bound
Abstract:In practical applications, such as direct spread code division multiple access communications, space-time codes and compressed sensing, and codebooks with small inner-product correlation are required. It is extremely difficult to construct codebooks achieving the Levenshtein bound. In this paper, two new constructions of infinitely many codebooks with multiplicative characters of finite fields are presented. These constructions produce complex codebooks asymptotically achieving the Levenshtein bound and codebooks asymptotically achieving the Welch bound. The codebooks presented in this paper have new parameters.
ISSN No.:0018-9448
Translation or Not:no
Date of Publication:2017-10-01
Co-author:Heng, Ziling,Ding, Cunsheng
Correspondence Author:Ding, Cunsheng,yq