Binary complementary pairs of sequences of lengths 2N10M26P posses some interesting properties for their application in signal detection in noisy channels. Nonetheless, they have not been broadly used because of their greater processing requirements as compared with binary complementary sequences with L = 2N. The present work introduces a new approach for generation and correlation of binary complementary pairs of sequences of length 2N10M26P that reduces the number of required operations. The proposed algorithm allows not only to optimize the number of arithmetic operations but also to correlate two orthogonal complementary pairs simultaneously with the use of a single architecture. Due to the fact that multilevel complementary sequences a...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
AbstractA ternary complementary pair, TCP(n,w), is a pair of (0,±1)-sequences of length n with zero ...
Binary complementary pairs of sequences, which are available for certain even length values (L = 2n ...
Complementary sequences are being widely used in applications ranging from communication to radar an...
New coding schemes are increasingly being developed to adapt multisensor and communication systems t...
Sequences with very low out-of-phase auto-correlation and cross-correlation function are widely used...
An approach to generate generalized pairwise Z-complementary (GPZ) codes, which works in pairs in or...
Abstract—Recently, sub-root pairs and sequences are intro-duced to identify Davis-Jedwab (DJ) codes,...
Efficient generation and correlation algorithms, combined with ideal aperiodic correlation propertie...
Since man devised a way to count, patterns or sequences of numbers have held mathematicians\u27 atte...
Abstract: This paper presents a new family of complex spreading sequences designed using mutually or...
The contributions of this article are twofold: Firstly, we introduce a novel class of sequence pairs...
A perfect complementary sequence set (PCSS) refers to a set of two-dimensional matrices which have z...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
AbstractA ternary complementary pair, TCP(n,w), is a pair of (0,±1)-sequences of length n with zero ...
Binary complementary pairs of sequences, which are available for certain even length values (L = 2n ...
Complementary sequences are being widely used in applications ranging from communication to radar an...
New coding schemes are increasingly being developed to adapt multisensor and communication systems t...
Sequences with very low out-of-phase auto-correlation and cross-correlation function are widely used...
An approach to generate generalized pairwise Z-complementary (GPZ) codes, which works in pairs in or...
Abstract—Recently, sub-root pairs and sequences are intro-duced to identify Davis-Jedwab (DJ) codes,...
Efficient generation and correlation algorithms, combined with ideal aperiodic correlation propertie...
Since man devised a way to count, patterns or sequences of numbers have held mathematicians\u27 atte...
Abstract: This paper presents a new family of complex spreading sequences designed using mutually or...
The contributions of this article are twofold: Firstly, we introduce a novel class of sequence pairs...
A perfect complementary sequence set (PCSS) refers to a set of two-dimensional matrices which have z...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
Complementary sets of sequences (CSS) and complete complementary codes (CCC) have found numerous app...
AbstractA ternary complementary pair, TCP(n,w), is a pair of (0,±1)-sequences of length n with zero ...