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Embedding Information in Radiation Pattern Fluctuations By: Milad Johnny and Alireza Vahid* *Alireza Vahid is with the department of Electrical Engineering at the University of Colorado Denver, USA 1 6/9/2020 A story 2 6/9/2020 A story 3


  1. Embedding Information in Radiation Pattern Fluctuations By: Milad Johnny and Alireza Vahid* *Alireza Vahid is with the department of Electrical Engineering at the University of Colorado Denver, USA 1 6/9/2020

  2. A story 2 6/9/2020

  3. A story 3 6/9/2020

  4. A story 4 6/9/2020

  5. Information Content � Multi-layer Encoding � � Different Achievable Rate of each receiver depends on its channel fluctuation Rate 5 6/9/2020

  6. How to manage interference  Treating interference as noise  Interference cancellation (strong interference)  TDMA, FDMA and CDMA schemes  Multiple antenna structures  Interference alignment (IA) scheme  V. R. Cadambe and S. A. Jafar, ``Interference alignment and degrees of freedom of the K-user interference channel,” IEEE Trans. Inf. Theory, vol. 54, no. 8, pp. 3425–3441, Aug. 2008.  M. A. Maddah-Ali, A. S. Motahari, and A. K. Khandani, ``Communication over MIMO X channels: Interference alignment, decomposition, and performance analysis,” IEEE Trans. Inf. Theory, vol. 54, pp. 3457–3470, Aug. 2008. 6 6/9/2020

  7. Some bottle-necks of IA to become practical  Long precoder lengths  Channel state information (CSI) Digging a pit 7 6/9/2020

  8. Delayed CSI IA 8 6/9/2020

  9. Staggered Antenna Switching   T  [1] V 1 1 , x TX1 1 Upper-bound and achievable   T  [2] V 1 1 , x TX2 2 sum DoF of  h   h  1  3 RX : x x linearly indipendent     1 1 2 h h     2 4     h h 5  5 RX : x x align     3 1 2 h h     5 5 9 6/9/2020

  10. The concept of channel fluctuation rate and its examples 10 6/9/2020

  11. Markov Model for Channel Variation A simple Markov model for channel variation: 11 6/9/2020

  12. Proposed Antenna Structure and Its ability to control fluctuation rate ° 12 6/9/2020

  13. Proposed Antenna Structure and Its ability to control fluctuation rate 13 6/9/2020

  14. Proposed Antenna Structure and Its ability to control fluctuation rate 14 6/9/2020

  15. Proposed Antenna Structure and Its ability to control fluctuation rate 15 6/9/2020

  16. How to Deployed Antenna Structure 16 6/9/2020

  17. A Key Lemma Result 17 6/9/2020 n

  18. Multi-layer Enconding strategy Number of free interference Power: Dimensions: � Last Layer First Layer � If we have a state with L free interference dimensions at receiver we can decode the transmitted layers from the first one to L-th state 18 6/9/2020

  19. Average Achievable Rate Number of free interference Undecoded layers Probability of having at least i dimensions power free interference dimensions 19 6/9/2020

  20. Maximize Average Achievable Rate  When the number of layers has enough large value we can have the following continues approximation: 20 6/9/2020

  21. Maximize Average Achievable Rate  Using Euler equation we can conclude that: Power of each layer: 21 6/9/2020

  22. Numerical Results 22 6/9/2020

  23. Numerical Results 23 6/9/2020

  24. Conclusion  Antenna fluctuation rate can be consider as a new concept for achieving higher data rate.  Different antenna fluctuation rate can be realized by our proposed antenna structure.  Interference alignment can be realized without accessing CSI.  There is no need to use long precoder length to implement IA. 24 6/9/2020

  25. Thank you! If you have any question you can email us: milad.johnny@gmail.com ALIREZA.VAHID@ucdenver.edu 25 6/9/2020

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