2002•Unpublished venueRequires access

Optimum equalizer for coherent radio receivers

A. Salloum, R. Lena

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Abstract

A method is presented to determine the optimum equalizer for coherent communication systems in terms of minimum mean square error (MMSE). Two well-known T-spaced equalizer structures have been considered: the linear trasversal equalizer (LTE) and the decision feedback equalizer (DFE). The method is based on a numerical evaluation of the MMSE as a function of the equalizer delay and complexity. Both the LTE and DFE are compared in the presence of radio channel examples assuming perfect channel estimation and synchronization.

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A method is presented to determine the optimum equalizer for coherent communication systems in terms of minimum mean square error (MMSE). Two well-known T-spaced equalizer structures have been considered: the linear trasversal equalizer (LTE) and the decision feedback equalizer (DFE). The method is based on a numerical evaluation of the MMSE as a function of the equalizer delay and complexity. Both the LTE and DFE are compared in the presence of radio channel examples assuming perfect channel estimation and synchronization.

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Available abstract

A method is presented to determine the optimum equalizer for coherent communication systems in terms of minimum mean square error (MMSE). Two well-known T-spaced equalizer structures have been considered: the linear trasversal equalizer (LTE) and the decision feedback equalizer (DFE). The method is based on a numerical evaluation of the MMSE as a function of the equalizer delay and complexity. Both the LTE and DFE are compared in the presence of radio channel examples assuming perfect channel estimation and synchronization.

Key concepts: Equalizer, Adaptive equalizer, Minimum mean square error, Synchronization (alternating current), Computer science, Channel (broadcasting), Bit error rate, Control theory (sociology)

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