Synthesis Method for Families of Constant Amplitude Correcting Codes Based on an Arbitrary Bent-Square

Authors

  • Michael I. Mazurkov Department of Radioelectronic and Telecommunication Systems, Odessa National Polytechnic University, Ukraine.
  • Artem V.Sokolov Department of Radioelectronic and Telecommunication Systems, Odessa National Polytechnic University, Ukraine.
  • Igor V. Tsevukh Department of Radioelectronic and Telecommunication Systems, Odessa National Polytechnic University, Ukraine.

Keywords:

Constant Amplitude Code, MC-CDMA, Bent-Sequence, Bent-Square.

Abstract

One of the significant disadvantages of MCCDMA (Multi Code-Code Division Multiple Access) technology is a high PAPR (Peak-to-Average Power Ratio) values of used signals in such telecommunication systems. The most modern and effective solution to this problem is the C-codes based on bent-sequences. However, C-codes introduce significant redundancy in communication systems, which consumes only to reduce the signals PAPR value. In this paper, we developed a method for the synthesis of C-codes with error-correction properties on the basis of an arbitrary Agievich bent-square. To build a C-code with the specified distance properties, we used the proposed sets of semidyadic permutations. Structural properties of built C-codes allow the use of simplified procedures for coding and decoding. In this case, for length N = 256  and PAPR value κ = 1 , the cardinalities of constructed C-codes are in the range J = 512...10321920 for the code distances d = 128...64.One of the significant disadvantages of MC-CDMA (Multi Code-Code Division Multiple Access) technology is a high PAPR (Peak-to-Average Power Ratio) values of used signals in such telecommunication systems. The most modern and effective solution to this problem is the C-codes based on bent-sequences. However, C-codes introduce significant redundancy in communication systems, which consumes only to reduce the signals PAPR value. In this paper, we developed a method for the synthesis of C-codes with error-correction properties on the basis of an arbitrary Agievich bent-square. To build a C-code with the specified distance properties, we used the proposed sets of semidyadic permutations. Structural properties of built C-codes allow the use of simplified procedures for coding and decoding. In this case, for length  and PAPR value , the cardinalities of constructed C-codes are in the range  for the code distances .

Downloads

Published

2017-04-15

How to Cite

I. Mazurkov, M., V.Sokolov, A., & V. Tsevukh, I. (2017). Synthesis Method for Families of Constant Amplitude Correcting Codes Based on an Arbitrary Bent-Square. Journal of Telecommunication, Electronic and Computer Engineering (JTEC), 9(2), 99–103. Retrieved from https://jtec.utem.edu.my/jtec/article/view/1305

Issue

Vol. 9 No. 2: April - June 2017

Section

Articles

License

TRANSFER OF COPYRIGHT AGREEMENT

The manuscript is herewith submitted for publication in the Journal of Telecommunication, Electronic and Computer Engineering (JTEC). It has not been published before, and it is not under consideration for publication in any other journals. It contains no material that is scandalous, obscene, libelous or otherwise contrary to law. When the manuscript is accepted for publication, I, as the author, hereby agree to transfer to JTEC, all rights including those pertaining to electronic forms and transmissions, under existing copyright laws, except for the following, which the author(s) specifically retain(s):

  1. All proprietary right other than copyright, such as patent rights
  2. The right to make further copies of all or part of the published article for my use in classroom teaching
  3. The right to reuse all or part of this manuscript in a compilation of my own works or in a textbook of which I am the author; and
  4. The right to make copies of the published work for internal distribution within the institution that employs me

I agree that copies made under these circumstances will continue to carry the copyright notice that appears in the original published work. I agree to inform my co-authors, if any, of the above terms. I certify that I have obtained written permission for the use of text, tables, and/or illustrations from any copyrighted source(s), and I agree to supply such written permission(s) to JTEC upon request.