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1 CODING FOR MULTIPLE ANTENNAS WITH LINEAR AND NONLINEAR (BLAST) INTERFACES DIMACS WORKSHOP, OCTOBER 2002 EZIO BIGLIERI (work done with A. Nordio, G. Taricco,

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Presentation on theme: "1 CODING FOR MULTIPLE ANTENNAS WITH LINEAR AND NONLINEAR (BLAST) INTERFACES DIMACS WORKSHOP, OCTOBER 2002 EZIO BIGLIERI (work done with A. Nordio, G. Taricco,"— Presentation transcript:

1 1 CODING FOR MULTIPLE ANTENNAS WITH LINEAR AND NONLINEAR (BLAST) INTERFACES DIMACS WORKSHOP, OCTOBER 2002 EZIO BIGLIERI (work done with A. Nordio, G. Taricco, and A. Tulino)

2 2 OUTLINE  SYSTEM MODEL AND BASIC ASSUMPTIONS  LINEAR AND NONLINEAR RECEIVERS  ZERO-FORCING AND MMSE BLAST  ITERATIVE RECEIVER  CODING FOR NONLINEAR RECEIVERS  SIMULATION RESULTS

3 3 SYSTEM MODEL  mimo channel with t transmit and r receive antennas  fading constant over N symbol intervals  independent rayleigh fading channel  perfect csi at receiver

4 4 H TX RX

5 5 SYSTEM MODEL

6 6 INTRODUCING AN INTERLEAVER Pairwise error probability with ML detection: E E

7 7 INTRODUCING AN INTERLEAVER Spatial interference

8 8 INTRODUCING AN INTERLEAVER

9 9 OPTIONS FOR REMOVING  1 : r  

10 10 INTRODUCING AN INTERLEAVER OPTIONS FOR REMOVING  1 : r   Alamouti-type coding

11 11 INTRODUCING AN INTERLEAVER OPTIONS FOR REMOVING  1 : r   Alamouti-type coding Introducing a row-interleaver

12 12 INTRODUCING AN INTERLEAVER A random row interleaver yields

13 13 LINEAR INTERFACE A Metric used:

14 14 NONLINEAR INTERFACE G + L decoder + – reduce spatial interference L has zero diagonal elements

15 15 NONLINEAR INTERFACE G + L decoder + – reduce spatial interference L strictly upper triangular: Allows t iterations  BLAST L with zero diagonal elements  ITERATIVE RECEIVER

16 16 Use a soft estimate of the transmitted code word X in the form BLAST INTERFACE

17 17 BLAST algorithm: step 1

18 18 BLAST algorithm: step 1

19 19 BLAST algorithm: step 1

20 20 BLAST algorithm: step 1

21 21 BLAST algorithm: step 2

22 22 ZF BLAST

23 23 ZF BLAST

24 24 MMSE BLAST

25 25 MMSE BLAST

26 26 NONLINEAR ITERATIVE INTERFACE A + L decoder + – estimate of spatial interference L has zero diagonal elements: L = AH - diag(AH)

27 27 NONLINEAR ITERATIVE INTERFACE estimate of spatial interference:

28 28 CODING FOR NONLINEAR INTERFACES...... encoder vertical coding: coded symbols are spread across TX antennas

29 29...... horizontal coding: each TX antenna is encoded separately encoder CODING FOR NONLINEAR INTERFACES

30 30...... encoder vertical coding: no preliminary decisions available to increase the reliability of symbols detected and used for cancellation CODING FOR NONLINEAR INTERFACES

31 31 horizontal coding: interference cancellation is limited by the weakest code...... encoder CODING FOR NONLINEAR INTERFACES

32 32 horizontal + vertical coding: each TX antenna transmits a subcode of a larger code...... encoder CODING FOR NONLINEAR INTERFACES

33 33 SIMULATION RESULTS (8,4,4) Extended Hamming code

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