Extended multilevel prime codes for optical-CDMA networks with algebraic code switching

Author

Kwong, Wing C. ; Cheng-Yuan Chang ; Guu-Chang Yang

Author_Institution

Dept. of Eng., Hofstra Univ., Hempstead, NY, USA

fYear

2013

fDate

26-28 Nov. 2013

Firstpage

304

Lastpage

309

Abstract

A class of algebraic codes for incoherent optical code-division multiple access, so-called extended multilevel prime codes, was recently studied. They have asymptotic optimal cardinality and possess a unique tree structure of multiple levels of subsets of codewords; codewords in different subsets have different cross-correlation values for adjustable code performance. In this paper, the performance of the codes under an optimized method of assigning codewords to simultaneous users is formulated. In addition, how the tree structure, large cardinality, and the codes´ algebraic properties potentially support rapid codeword switching and physical-layer network security are investigated.

Keywords

algebraic codes; code division multiple access; optical communication; optimisation; telecommunication security; telecommunication switching; adjustable code performance; algebraic code switching; asymptotic optimal cardinality; codewords; cross-correlation values; extended multilevel prime codes; incoherent optical code-division multiple access; optical CDMA networks; optimized method; physical-layer network security; rapid codeword switching; subsets; unique tree structure; Conferences; Error probability; Optical network units; Optical pulses; Optical switches; Security; code switching; code tree; optical code-division multiple access; physical-layer security;

fLanguage

English

Publisher

ieee

Conference_Titel

Communications (MICC), 2013 IEEE Malaysia International Conference on

Conference_Location

Kuala Lumpur

Type

conf

DOI

10.1109/MICC.2013.6805844

Filename

6805844