American Journal of Electrical and Electronic Engineering. 2017, 5(5), 179-188
DOI: 10.12691/AJEEE-5-5-3
Original Research

Throughput Enhancement via Iterative Optimization Approach and Modifying Max-SINR Algorithm for the MIMO Interference Network under Imperfect Channel State Information

Ali Dalir1, and Hassan Aghaeinia1

1Department of Electrical Engineering, Amirkabir University of Technology (Tehran Polytechnic), Tehran, Iran

Pub. Date: November 30, 2017

Cite this paper

Ali Dalir and Hassan Aghaeinia. Throughput Enhancement via Iterative Optimization Approach and Modifying Max-SINR Algorithm for the MIMO Interference Network under Imperfect Channel State Information. American Journal of Electrical and Electronic Engineering. 2017; 5(5):179-188. doi: 10.12691/AJEEE-5-5-3

Abstract

Design of robust transceiver for data rate improvement in interference channel (IC), under imperfect channel state information (CSI), is an important research area. This paper, employs an iterative optimization approach to design algorithm for throughput enhancement in a multi-input multi-output (MIMO) IC. Nodes in the MIMO IC, work in a time division duplex mode, where half of them are equipped with M antennas while the others have N antennas. In the proposed scheme, each transceiver adjusts its associated filter based on the maximization of the signal-to-interference-plus-noise ratio (SINR). In the time division duplex working mode, the problem utilizes reciprocity of the wireless network. Furthermore, it is investigated how the algorithms proposed by Gomadam et al. can be modified to enhance throughput under CSI error. With the knowledge of error variance Max-SINR is modified. Simulation results present the throughput performances of the proposed algorithms.

Keywords

imperfect channel state information, MIMO, interference channel, Max-SINR, sum rate

Copyright

Creative CommonsThis work is licensed under a Creative Commons Attribution 4.0 International License. To view a copy of this license, visit http://creativecommons.org/licenses/by/4.0/

References

[1]  Jafar, S., Fakhereddin, M.. “Degrees of Freedom for the MIMO Interference Channel”, IEEE Trans. Inf. Theory, Jul. 2007, 53 (7), pp. 2637-2642.
 
[2]  Gou, T., Jafar, S. A.. “Degrees of Freedom of the K User M × N MIMO Interference Channel”, IEEE Trans. Inf. Theory, Dec. 2010, 56 (12), pp. 6040-6057.
 
[3]  Cadambe, V., Jafar, S. A.. “Interference Alignment and the Degrees of Freedom of the K User Interference Channel”, IEEE Trans. Inf. Theory, Aug. 2008, 54 (8), pp. 3425-3441.
 
[4]  Gomadam, K., Cadambe, V. R., Jafar, S. A.. “A Distributed Numerical Approach to Interference Alignment and Applications to Wireless Interference Networks”, IEEE Trans. Inf. Theory, Jun. 2011, 57 (6), pp. 3309-3322.
 
[5]  Zhu, B., Ge, J., Li, J., Sun, C.. “Subspace optimisation-based iterative interference alignment algorithm on the Grassmann manifold”, IET Commun., 2012, 6 (18), pp. 3084-3090.
 
[6]  Yu, H., Sung, Y.. “Least Squares Approach to Joint Beam Design for Interference Alignment in Multiuser multi-input multi-output Interference Channels”, IEEE Trans. Signal Process., Sep. 2010, 58 (9), pp. 4960-4966.
 
[7]  Papailiopoulos, D. S., Dimakis, A. G.. “Interference Alignment as a Rank Constrained Rank Minimization”, IEEE Trans. Signal Process., Aug. 2012, 60 (8), pp. 4278-4288.
 
[8]  Du, H., Ratnarajah, T., Sellathurai, M., Papadias, C. B.. “Reweighted Nuclear Norm Approach for Interference Alignment”, IEEE Trans. Commun., Sep. 2013, 61 (9), pp. 3754-3765.
 
[9]  Kumar, K. R., Xue, F.. “An Iterative Algorithm for Joint Signal and Interference Alignment”, in Proc. IEEE ISIT, 2010, pp. 2293-2297.
 
[10]  Schmidt, D. A., Shi, C., Berry, R. A., Honig, M. L., Utschick, W.. “Minimum Mean Squared Error Interference Alignment”, in Proc. ACSSC, 2009, pp. 1106-1110.
 
[11]  Santamaria, I., Gonzalez, O., Heath, R. W., Peters, S. W.. “Maximum sum-rate Interference Alignment Algorithms for MIMO Channels”, in Proc. IEEE GLOBECOM, 2010, pp. 1-6.
 
[12]  Gao, H., Leithon, J., Yuen, C., Suraweera, H. A.. “New Uplink Opportunistic Interference Alignment: An Active Alignment Approach”, in Proc. IEEE WCNC, 2013, pp. 3099-3104.
 
[13]  Peters, S. W., Heath Jr., R. W.. “Interference Alignment via Alternating Minimization”, in Proc. ICASSP, 2009, pp. 2445-2448.
 
[14]  Guiazon, R. F., Wong, K., Wisely, D.. “Capacity Analysis of Interference Alignment With Bounded CSI Uncertainty”, IEEE Wireless Communication Letters, October 2014, 3 (5), pp. 505-508.
 
[15]  Bolcskei, H., Thukral, J.. “Interference Alignment with Limited Feedback”, in Proc. ISIT, 2009, pp. 1759-1763.
 
[16]  Krishnamachari, R. T., Varanasi, M. K.. “Interference Alignment Under Limited Feedback for MIMO Interference Channels”, in Proc. ISIT, 2010, pp. 619-623.
 
[17]  Kim, J. S., Moon, S. H., Lee, S. R., Lee, I.. “A New Channel Quantization Strategy for MIMO Interference Alignment with Limited Feedback”, IEEE Transactions on Wireless Communications, January 2012, 11 (1), pp. 358-366.
 
[18]  Ayach, O. E., Heath Jr., R. W.. “Interference Alignment with Analog Channel State Feedback”, IEEE Transactions on Wireless Communications, February 2012, 11 (2), pp. 626-636.
 
[19]  Shen, H., Li, B., Tao, M., Luo, Y.. “The New Interference Alignment Scheme for the MIMO Interference Channel”, in Proc. WCNC, 2010.
 
[20]  Wilson, C., Veeravalli, V. V.. “A Convergent Version of the Max SINR Algorithm for the MIMO Interference Channel”, IEEE Trans. Wireless Commun., Jun. 2013, 12 (6), pp. 2952-2961.
 
[21]  Ma, S., Du, H., Ratnarajah, T., Dong, L.. “Robust joint signal and interference alignment in cognitive radio networks with ellipsoidal channel state information uncertainties”, IET Communications, June 2013, 7 (13), pp. 1360-1366.
 
[22]  Botros, M., Davidson, T. N.. “Convex conic formulations of robust downlink precoder designs with quality of service constraints”, IEEE J. Sel. Areas Signal Process., Dec. 2007, 1, pp. 714-724.
 
[23]  Vucic, N., Boche, H., Shi, S.. “Robust transceiver optimization in downlink multiuser MIMO systems with channel uncertainty”, in Proc. IEEE ICC’08, 2008.
 
[24]  Chiu, E., Lau, V. K. N., Huang, H., Wu, T., Liu, S.. “Robust Transceiver Design for 𝑘-pairs quasi-static MIMO Interference Channels via semi-definite Relaxation”, [Online]. Available: http://arxiv.org/abs/1009.4300, 2010.
 
[25]  Papoulis, A., Pillai, S. U.. “Probability, Random Variables and Stochastic Processes”, McGraw-Hill, 2002, 162-163.
 
[26]  Kay, S. M.. “Fundamentals of Statistical Signal Processing: Estimation Theory”, Prentice Hall, 294-299.
 
[27]  Chong, E. K. P., Zak, S. H.. “An Introduction to Optimization”, JOHN WILEY & SONS, 2001, 382-383.