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하향링크 다중 사용자 MIMO 시스템에서의 일반화된 사용자 선택 알고리즘

Generalized User Selection Algorithm im Downlink Multiuser MIMo System

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Recently, there are many user selection algorithms in multi user multiple-input multiple-output (MU-MIMO) systems. One of well-known user selection methods is Semi orthogonal user selection (SUS). It is an algorithm maximizing channel capacity. However, it is applicable only when user’s antenna is one. We propose a generalized user selection algorithm regardless of the number of user’s antennas. In the proposed scheme, Base station (Bs) selects the first user who has the highest determinant of channel and generates a user group that correlation with first user’s channel is less than allowance of correlation. Then, each determinant of channels made up of first user’s channel and a user’s channel in the generated group is calculated and BS selects the next user who has the highest determinant of that. BS selects following users by repeating above procedure. In this paper, we get better performance because of selecting users who have the highest determinant of channel as well as allowance of correlation optimally calculated through matrix operations.

Abstract

Recently, there are many user selection algorithms in multi user multiple-input multiple-output (MU-MIMO) systems. One of well-known user selection methods is Semi orthogonal user selection (SUS). It is an algorithm maximizing channel capacity. However, it is applicable only when user’s antenna is one. We propose a generalized user selection algorithm regardless of the number of user’s antennas. In the proposed scheme, Base station (Bs) selects the first user who has the highest determinant of channel and generates a user group that correlation with first user’s channel is less than allowance of correlation. Then, each determinant of channels made up of first user’s channel and a user’s channel in the generated group is calculated and BS selects the next user who has the highest determinant of that. BS selects following users by repeating above procedure. In this paper, we get better performance because of selecting users who have the highest determinant of channel as well as allowance of correlation optimally calculated through matrix operations.

참고문헌 (10)

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  5. T. Yoo, "On the optimality of multiantenna broadcast scheduling using zero-forcing beamforming", IEEE J. Sel. Areas Commun, 24(3), pp.528~542 (2006)
  6. G. Caire, "On the achievable throughput of a multi antenna Gaussian broadcast channel", IEEE Trans. Inf. Theory, 49(7), pp.1691~1706 (2003)
  7. M. Costa, "Writing on dirty paper", IEEE Trans. Inf. Theory, 29, pp.439~441 (1983)
  8. H. Weingarten, "The capacity region of the Gaussian MIMO broadcast channel", Information Theory, IEEE Trans. on, 52, pp.3936~3964 (2006)
  9. A. Paulraj, "Introduction to Space-Time Wireless Communications" (2003), Cambridge Univ. Press
  10. Q. Spencer, "Capacity and downlink transmission algorithms for a multi-user MIMO channel", Signals. 2002. Conf, 2, pp.1384~1388 (2002)

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