Research of algebra congruent codes used in two-dimensional OCDMA system

After summarizing the application of linear, quadratic, and hyperbolic operators in code-division multiple-access (CDMA) system, a generalized algebraic congruent code is presented by its construction formula in three different categories: frequency-hop (FH), time-spread (TS), and FH-TS codes. On th...

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Veröffentlicht in:Journal of lightwave technology 2003-11, Vol.21 (11), p.2557-2564
Hauptverfasser: Pu, Tao, Li, Yu Quan, Yang, Shu Wen
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description After summarizing the application of linear, quadratic, and hyperbolic operators in code-division multiple-access (CDMA) system, a generalized algebraic congruent code is presented by its construction formula in three different categories: frequency-hop (FH), time-spread (TS), and FH-TS codes. On the discussion of those three codes' auto- and cross-correlations and their contribution to bit-error-rate (BER) performances, a novel two-dimensional optical CDMA (OCDMA) system is provided in which different types of codes are used to provide different types of service. Such an OCDMA system is very fit for the case that a small part of services are high bit rate or high quality of service, while a great amount of services are not.
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subjects Algebra
Bit error rate
Categories
Code division multiple access
Construction
Fiber gratings
High speed optical techniques
Multiaccess communication
Operators
Optical arrays
Optical fiber networks
Quality of service
Two dimensional
Two dimensional displays
Wireless communication
title Research of algebra congruent codes used in two-dimensional OCDMA system
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