access icon free Constellation rotation and symbol detection for data-dependent superimposed training

The problem of symbol misidentification (SMI) for data-dependent superimposed training (DDST) is considered. The constraint conditions on the discrete Fourier transform matrix are derived and constellation rotation (CR) at the transmitter to avoid the SMI is proposed. Simulation results show that the DDST with CR can eliminate the symbol error floor and yield better detection performance than the original one.

Inspec keywords: transmitters; discrete Fourier transforms; learning (artificial intelligence); matrix algebra; channel estimation

Other keywords: DDST; data-dependent superimposed training; constellation rotation; CR; symbol error floor elimination; symbol misidentification; DFT matrix; SMI; transmitter; discrete Fourier transform matrix; symbol detection; channel estimation

Subjects: Algebra; Integral transforms; Communication channel equalisation and identification

References

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    2. 2)
      • 3. Whitworth, T., Ghogho, M., McLernon, D.C.: ‘Data identifiability for data-dependent superimposed training’. IEEE ICC, Glasgow, Scotland, June 2007, pp. 25452550.
    3. 3)
http://iet.metastore.ingenta.com/content/journals/10.1049/el.2014.1681
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