A Study of Channel Estimation for OFDM Systems and System Capacity for MIMO-OFDM Systems

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A Study of Channel Estimation for OFDM Systems and System Capacity for MIMO-OFDM Systems

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A Study of Channel Estimation for OFDM Systems and System Capacity for MIMO-OFDM Systems

Abstract of thesis entitled “A Study of Channel Estimation for OFDM Systems and System Capacity for MIMO-OFDM Systems” Submitted by Zhou Wen For the degree of Doctor of Philosophy at the university of Hong Kong in July 2010 This thesis concerns about two issues for the next generation of wireless communications, namely, the channel estimation for orthogonal frequency-division multiplexing (OFDM) systems and the multiple-input multiple-output orthogonal frequency-division multiplexing (MIMO-OFDM) system capacity For channel estimation for OFDM systems over quasi-static fading channels having resolvable mulitipath number L, a novel fast linear minimum mean square error (LMMSE) channel estimation method is proposed and investigated The proposed algorithm deploys Fourier transform (FFT) and the computational complexity is therefore significantly reduced to O(Nplog2(Np)), as compared to that of O(Np3) for the conventional LMMSE method, where the notation O(·) is the Bachmann–Landau function and Np is the number of pilots for an OFDM symbol The normalized mean square errors (NMSE) are derived in closed-form expressions Numerical results show that the NMSE is marginally the same with that of the conventional LMMSE for signal to noise ratio (SNR) ranges from dB to 25 dB For channel estimation for OFDM systems over fast fading and dispersive channels, a novel channel estimation and data detection method is proposed to reduce the inter-carrier interference (ICI) A new pilot pattern composed of the comb-type and the grouped pilot pattern is proposed A closed-form expression for channel estimation mean square error (MSE) has been derived For SNR = 15 dB, normalized Doppler shift of 0.06, and L = 6, both computer simulation and numerical results have consistently shown that the ICI is reduced by 70.6% and 43.2%, respectively for channel estimation MSE and bit error rate (BER) The pilot number per OFDM symbol is also reduced significantly by 92.3%, as compared to the comb-type pilot pattern A closed-form mathematic expression has been proposed for the capacity of the closed-loop MIMO-OFDM systems with imperfect feedback channel The lower threshold of feedback SNR is derived For L = 6, numerical results show that the lower threshold of feedback SNR is proportional to antenna numbers N′ and system SNR The increasing rate of the feedback SNR threshold increases from 0.82 to 1.01 when N′ increases from to 16 The variance and mean of OFDM system capacity over Rayleigh channels and Ricean channels have been respectively investigated that the closed-form expression for the capacity variance has been proposed The resultant system capacity variances over the two channels are respectively evaluated by numerical method and also verified by computer simulation The joint probability density function (PDF) of two arbitrary correlated Ricean random variables has also been derived in an integral form Numerical results reveal that the variance of OFDM system is proportional to SNR and inversely proportional to L for the two channels respectively For the same two respective channels, the variance marginally increases with a linear rate of 0.166 bit2/dB and 0.125 bit2/dB, when L = and SNR ranges from dB to 15 dB The variance is reduced from 1.75 bit2 to 1.30 bit2 and from 1.48 bit2 to 1.26 bit2, when SNR = 10 dB and L ranges from to (Total words: 495) A Study of Channel Estimation for OFDM Systems and System Capacity for MIMO-OFDM Systems by Zhou Wen B Eng., M Eng., USTC, P R China A thesis submitted in partial fulfillment of the requirements for the Degree of Doctor of Philosophy at the university of Hong Kong in July 2010 Declaration I declare that this thesis represents my own work, except where due acknowledgement is made, and that it has not been previously included in a thesis, dissertation or report submitted t to this University or any other institution for a degree, diploma, or other qualifications Signature: _ Zhou Wen i Acknowledgements I would like to take this opportunity to express my gratitude to all the people who have ever helped me in the thesis writing and the course of the research My sincere and hearty thanks and appreciations go firstly to my supervisor, Dr W.H Lam, whose suggestions and encouragement have given me much insight into the research work It has been a great privilege and joy to study under his guidance and supervision His insightful observation and effective feedback inspired me during the research Furthermore, it is my honor to benefit from his personality and diligence, which I will treasure my whole life I also gratefully acknowledge Prof V.O.K Li, Prof G.L Li, Prof Y.C Wu, Prof S.C Chan, Prof T.S Ng and Prof Agnes S.L Lam for their interesting courses and helpful discussions I would like to thank the office staff and technical staff from the EEE department for their helpful administrative and facility supports Especially, Ms Julie Hung’s readiness to help students is very impressive I also appreciate the HKSAR government for the studentship support to the study in the University of Hong Kong I am extremely grateful to all my friends and classmates who have kindly provided me assistance and companionship in the process of preparing this thesis: Dr Zhi Zhang, Dr Zhiqiang Chen, Dr Mingxiang Xiao, Dr Fei Mai, Mr Xueyong Liu, Mr Xiaoguang Dai, Ms Ziyun Shao, Mr Ka-Chung Leung, Mr Peng Zhang, Dr Yanhui Geng, Ms Qiong Sun, Mr Haoling Xiahou, Mr Zhibo Ni, Mr Jun Zhang, Mr Xiaolei Sun, Mr Chengwen Xing They have made the life during the past four years an enjoyable and memorable experience Finally, I wish to express my hearty gratitude to my parents, for their encouragements and love in all my endeavors ii Contents Declarations i Acknowledgements ii Contents iii List of Figures vii Chapter 1: Introduction 1.1 Research motivation 1.2 Organization and contributions of the thesis Chapter 2: OFDM systems and MIMO systems 2.1 Wireless Channel 10 2.1.1 Large scale propagation 11 2.1.2 Small scale propagation 13 2.1.3 Typical wireless channel models 17 2.2 OFDM systems 20 2.2.1 Basic principles and characteristics for OFDM systems 21 2.2.2 Peak-to-Average (PAR) of OFDM systems 30 2.2.3 Channel estimation for OFDM systems 33 2.2.4 Synchronization of OFDM systems 38 2.2.5 Advantages and disadvantages of OFDM systems 39 2.3 MIMO systems 40 2.3.1 Basic MIMO system model 40 2.3.2 Functions of MIMO systems 42 2.3.3 Overview of Space Time codes 45 2.3.4 Capacity of MIMO systems 52 iii 2.4 MIMO-OFDM systems 54 2.5 Summary 56 Chapter 3: Channel estimation for OFDM systems over quasi-static fading channels 57 3.1 Introduction 58 3.2 System Model 61 3.3 The Proposed Fast LMMSE Algorithm 63 3.3.1 Properties of the channel correlation matrix in frequency domain 63 3.3.2 The proposed fast LMMSE channel estimation algorithm 65 3.3.3 Computational complexity comparison between the proposed method and the conventional LMMSE method 69 3.4 Analysis of the Mean Square Error (MSE) of the Proposed Fast LMMSE Algorithm 70 3.4.1 MSE analysis of the conventional LMMSE algorithm 71 3.4.2 MSE analysis for the proposed fast LMMSE algorithm 72 3.5 Numerical and Simulation Results 75 3.6 Conclusion 81 Chapter 4: Channel estimation and data detection for OFDM systems over fast fading channels 87 4.1 Introduction 88 4.2 System Model 91 4.3 The Proposed Channel Estimation and Data Detection 92 4.3.1 The proposed pilot pattern 92 iv 4.3.2 Channel Estimation and data detection for the first M1 OFDM symbols of each block 94 4.3.3 Channel estimation and data detection for the last M2 OFDM symbols of each block 95 4.3.4 Summary of the proposed channel estimation and data detection 98 4.4 Analysis of MSE of the proposed channel estimation method 99 4.4.1 MSE analysis of channel estimation for the first M1 OFDM symbols 100 4.4.2 MSE analysis of channel estimation for the last M2 OFDM symbols 103 4.4.3 MSE analysis of channel estimation for one OFDM block 105 4.5 Numerical and Simulation Results 106 4.6 Conclusion 112 Chapter 5: MIMO-OFDM system capacity with imperfect feedback channel 118 5.1 The open-loop and closed-loop capacity for MIMO Systems 119 5.1.1 MIMO system model 119 5.1.2 MIMO system capacity 120 5.1.3 Numerical Results and discussion 124 5.2 The closed-loop capacity with imperfect feedback channel for MIMO-OFDM systems 127 5.2.1 System Model 128 5.2.2 Closed-Loop Capacity and Feedback SNR for MIMO-OFDM Systems 130 5.2.3 Numerical Results 136 5.3 Summary 142 Chapter 6: Capacity of OFDM systems over time and frequency selective fading v channels 144 6.1 Introduction 145 6.2 OFDM System Model 147 6.3 OFDM System Capacity 148 6.3.1 OFDM system capacity over Rayleigh fading channels 148 6.3.2 OFDM system capacity over Ricean fading channels 153 6.4 Numerical and Simulation Results 157 6.5 Conclusion 161 Chapter 7: Conclusions and future works 167 7.1 Conclusions 167 7.2 Future works 169 APPENDIX A: The derivation of the rank of channel frequency autocorrelation matrix RHH in Chapter 170 APPENDIX B: The derivation of equation (3-20) in Chapter 171 APPENDIX C: The derivation of the joint PDF of two arbitrary correlated Ricean random variables 173 Appendix D: List of Abbreviations 176 REFERENCES 179 Publications 191 vi KL Karhunen-Loeve LMMSE linear minimum mean square error LOS line of sight signal LS least square LST Layered Space Time LSTC Layered Space Time Code LTE 3GPP Long Term Evolution MIMO multiple-input multiple-output MIMO-OFDM multiple-input multiple-output orthogonal division multiplexing MISO multiple input single output ML maximum likelihood MMSE minimum mean square error MST most significant taps NLOS non line of sight NMSE normalized mean square errors OFDM Orthogonal Frequency Division Multiplexing OFDMA Orthogonal Frequency Division Multiple Access PSD power spectrum density RV random variable SIC successive interference cancellation 177 frequency SINR signal to interference and noise ratio SNR signal to noise ratio STBC Space Time Block Code STC Space Time Code STTC Space Time Trellis Code SVD singular value decomposition ULA uniform linear array UMTS Universal Mobile Telecommunications System UWB Ultra-Wideband VA Viterbi algorithm V-BLAST Vertical Bell Laboratories Layered Space Time WLAN Wireless Local Area Network WiMAX World Interoperability for Microwave Access ZF zero forcing 3G 3rd Generations 3GPP 3rd Generation Partnership Project 178 REFERENCES [1] S B Weinstein and P M Ebert, “Data transmission by frequency-division multiplexing using the discrete Fourier transform,” IEEE Trans Commun., vol 19, no 5, pp 628-634, 1971 [2] A Goldsmith, S A Jafar, N Jindal, and S Vishwanath, “Capacity Limits of MIMO Channels”, IEEE J Select Areas Commun., vol 21, no 5, pp 684-702, 2003 [3] Y Liu and G B Giannakis, “Ultra-wideband communications: an idea whose time has come,” IEEE Signal Processing Magazine, vol 21, no 6, pp 26-54, 2004 [4] J Mitola and G Q Maguire, “Cognitive radio: making software radios more personal,” IEEE Personal Communications, vol 6, no 4, pp 13-18, 1999 [5] G G Raleigh and J M Cioffi, “Spatio-temporal coding for wireless communication,” IEEE Trans Commun., vol 46, pp 357-366, March 1998 [6] G J Foschini, “Layered space-time architecture for wireless communication in a fading environment when using multi-element antennas,” Bell Labs Tech J., pp 41-59, 1996 [7] P W Wolniansky, G J Foschini, G D Golden, and R A Valenzuela, “V-BLAST: An architecture for realizing very high data rates over the rich-scattering wireless channel,” ISSSE, Pisa, Italy, 1998 [8] G J Foschini, G D Golden, R A Valenzuela, and P W Wolnianski, "Simplified processing for high spectral efficiency wireless communication employing multi-element arrays," IEEE J Select Areas Commun., vol 17, no 11, pp 1841-1852, 179 Nov 1999 [9] S M Alamouti, “ A simple transmit diversity technique for wireless communications”,IEEE J Sel Areas Commun., vol 16, no 8, pp 1451-1458, 1998 [10] M Nakagami, The m-distribution: a general formula of intensity distribution of rapid fading Statistical Methods in Radio Wave Propagation: Proceedings of a Symposium held in 1958, pp 3-36, Permagon Press, 1960 [11] A Peled and A Ruiz, “ Frequency domain data transmission using reduced computational complexity algorithms”, in Proc IEEE ICASSP, vol 5, pp 964-967, 1980 [12] S M Alamouti, V Tarokh, and P Poon, “Trellis-coded modulation and transmit diversity: design criteria and performance evaluation”, in Proc IEEE ICUPC, vol 1, pp 703-707, 1998 [13] David S W Hui, Vincent K N Lau, and W H Lam, “Cross layer designs for OFDMA wireless systems with heterogeneous delay requirements,” IEEE Trans Wireless Commun., vol 6, no 8, pp 2872-2880, 2007 [14] S Coleri, M Ergen, A Puri and A Bahai, “Channel estimation techniques based on pilot arrangement in OFDM systems,” IEEE Trans Broadcast., vol 48, no 3, pp 223-229, 2002 [15] M -H Hsieh and C -H Wei, “Channel estimation for OFDM systems based on comb-type pilot arrangement in frequency selective fading channels,” IEEE Trans Consum Electron., vol 44, no 1, pp 217-225, 1998 180 [16] Y H Zeng, W H Lam, and T S Ng, “Semiblind channel estimation and equalization for MIMO space-time coded OFDM”, IEEE Trans Circuits Syst., vol 53, no 2, pp 463-474, 2006 [17] O Edfors, M Sandell, J –J van de Beek, S K Wilson, and P O Börjesson, “OFDM channel estimation by singular value decomposition,” IEEE Trans Commun., vol 46, no 7, pp 931-939, July 1998 [18] O Simeone, Y Bar-Ness, and U Spagnolini, “Pilot-based channel estimation for OFDM systems by tracking the delay subspace,” IEEE Trans Wireless Commun., vol 3, no 1, pp 315-325, 2004 [19] Y Zhao and A Huang, “A novel channel estimation method for OFDM mobile communication systems based on pilot signals and transform domain processing,” in Proc 47th Vehicular Technology Conf., vol 3, 1997, pp 2089-2093 [20] R Lin and A P Petropulu, ”Linear precoding assisted blind channel estimation for OFDM systems,” IEEE Trans Veh Technol., vol 54, no 4, pp 983-994, 2005 [21] X D Cai and A N Akansu, “A subspace method for blind channel identification in OFDM systems,” in Proc IEEE International Conference on Communications, New Orleans, LA, July 2000, pp 929-933 [22] J -J van de Beek, O Edfors, M Sandell, S K Wilson and P O Börjesson, “On channel estimation in OFDM systems,” in Proc IEEE Vehicular Technology Conf., July 1995, pp 815-819 [23] Y Li, L J Cimini, and N R Sollenberger, “Robust channel estimation for OFDM 181 systems with rapid dispersive fading channels,” IEEE Trans Commun., vol 46, no 7, pp 902-915, July 1998 [24] M Morelli and U Mengali, “A comparison of pilot-aided channel estimation methods for OFDM systems,” IEEE Trans Signal Process., vol 49, no 12, pp 3065-3073, December 2001 [25] S Coleri, M Ergen, A Puri and A Bahai, “A study of channel estimation in OFDM systems,” in Proc 56th IEEE Vehicular Technology Conf., 2002, pp 894-898 [26] M J Fernández-Getino García, J M Páez-Borrallo, and S Zazo, “DFT-based channel estimation in 2D-pilot-symbol-aided OFDM wireless systems” In Proc IEEE Vehicular Technology Conf., 2001, pp 810-814 [27] A Böttcher and S M Grudsky, Spectral properties of banded Toeplitz matrices, SIAM, 2005 [28] Chi Kuo and Jin-Fu Chang, “Equalization and channel estimation for OFDM systems in time-varying multipath channels,” in Proc IEEE International symposium on PIMRC, 2004, vol 1, pp 474-478 [29] W -G Song and J -T Lim, “Channel estimation and signal detection for MIMO-OFDM with time varying channels,” IEEE Commun Lett., vol 10, no 7, pp 540-542, July 2006 [30] J –C Lin, “Least-square channel estimation for mobile OFDM communication on time-varying frequency-selective fading channels,” IEEE Trans Veh Technol., vol 57, no 6, pp 3538-3550, 2008 182 [31] X G Doukopoulos and G V Moustakides, “Blind adaptive channel estimation in OFDM systems,” IEEE Trans Wireless Commun., vol 5, no 7, pp 1716-1725, 2006 [32] H Minn and V K Bhargava, “An investigation into time-domain approach for OFDM channel estimation,” IEEE Trans Broadcast., vol 46, no 4, pp 240-248, 2000 [33] R Kumar, “A fast algorithm for solving a Toeplitz system of equations,” IEEE Trans Acoust Speech Signal processing, vol 33, no 1, pp 254-267, 1985 [34] S Haykin, Adaptive filter theory: fourth edition, Publishing House of Electronics Industry, 2002 [35] COST 207 (under the direction of M Failly), ”COST 207: Digital and mobile radio communications,” Commission of the European Communities, EUR 12160, pp 140-145, September 1988 [36] T S Rappaport, Wireless communications principles and practice, Publishing House of Electronics Industry, 2002 [37] R Negi and J Cioffi, “Pilot tone selection for channel estimation in a mobile OFDM systems,” IEEE Trans Consum Electron., vol 44, no 3, pp 1122-1128, 1998 [38] W -G Song and J -T Lim, “Pilot-symbol aided channel estimation for OFDM with fast fading channels,” IEEE Trans Broadcasting, vol 49, pp 398-402, Dec 2003 [39] K W Park and Y S Cho, “ An MIMO-OFDM technique for high-speed mobile channels,” IEEE Commun Lett., vol 9, no 7, July 2005 [40] S Y Park and C G Kang, “Performance of pilot-assisted channel estimation for OFDM system under time-varying multi-path Rayleigh fading with frequency offset 183 compensation,” in Proc IEEE Vehicular Technology Conf, 2000, pp 1245-1248 [41] W G Jeon, K H Chang, and Y S Cho, “An equalization technique for orthogonal frequency division multiplexing systems in time-variant multipath channels,” IEEE Trans Commun., vol 47, pp 27-32, 1999 [42] T K Moon and W C Stirling, Mathematical methods and algorithms for signal processing, Prentice Hall, 2000 [43] H Stark and J W Woods, Probability and random processes with applications to signal processing, Prentice Hall, 3rd edition, 2002 [44] J.-W Choi and Y -H Lee, ”Optimum pilot pattern for channel estimation in OFDM systems,” IEEE Trans Wireless Commun., vol 4, no 5, pp 2083-2088, Sep 2005 [45] M D Scrinath, P K Rajaseharan, and R Viswanathan, Introduction to statistical signal processing with applications, Prentice Hall, Englewood Cliffs, 1996 [46] I E Telatar, “Capacity of Multi-Antenna Gaussian channels,” AT&T Bell Laboratories, BL0112170-950615-07TM, 1995 [47] G J Foschini and M J Gans, “On the limits of wireless commnunications in a fading environment when using multiple antennas”, in Proc Personal Wireless Commun’ 98, vol 6, pp 315-335, March 1998 [48] D Shiu, G J Foschini, M J Gans, and J M Kahn, “Fading correlation and its effect on the capacity of multi-element antenna systems,” IEEE Trans Commun., vol 48, pp 502-513, 2000 [49] A Gorokhov, “Capacity of multiple-antenna Rayleigh channel with a limited transmit 184 diversity,” in Proc IEEE Int Symp on Information Theory, 2000 [50] C.-N Chuah, D N C Tse, J M Kahn, and R A Valenzuela, “Capacity scaling in MIMO wireless systems under correlated fading,” IEEE Trans Inf Theory, vol 48, no 3, pp 637-650, 2002 [51] S L Loyka, “Channel capacity of MIMO architecture using the exponential correlation matrix,” IEEE Commnu Lett., vol 5, no 9, pp 369-371, 2001 [52] M Chiani, M Z Win, and A Zanella, “On the capacity of spatially correlated MIMO Rayleigh-fading channels,” IEEE Trans Inf Theory, vol 49, no 10, 2003 [53] Y Xiao, “IEEE 802.11n: enhancements for higher throughput in wireless LANs,” IEEE Trans Wireless Commun., vol 12, no 6, pp 82-91, 2005 [54] R Zhang, Y C liang, R Narasimhan, and J M Cioffi, “Approaching MIMO-OFDM capacity with per-antenna power and rate feedback,” IEEE J Select Areas Commun., vol 25, no 7, pp 1284-1297, 2007 [55] M Borgmann and H Bőlcskei, “On the capacity of noncoherent wideband MIMO-OFDM systems,” In Proc Int Symp Inf Theory (ISIT), pp 651-655, 2005 [56] P L Kafle, A B Sesay, and J McRory, “Capacity of MIMO-OFDM systems in spatially correlated indoor fading channels,” IET Commun., vol 1, no 3, pp 514-519, 2007 [57] H Bőlcskei, D Gesbert, and A J Paulraj, “On the capacity of OFDM-based spatial multiplexing systems,” IEEE Trans Commun., vol 50, no 2, pp 225-234, 2002 [58] A Intarapanich, P L Kafle, R J Davies, and A B Sesay, “Effect of tap gain 185 correlation on capacity of OFDM MIMO systems,” Electron Lett., vol 40, no 1, pp 86-88, 2004 [59] T M Cover and J A Thomas, Elements of Information Theory New York: Wiley, 1991 [60] J B Wang and K Yao, “Capacity scaling in OFDM based spatial multiplexing systems,” in Proc IEEE Vehicular Technology Conf., 2002, pp 28-32 [61] A T James, “Distributions of matrix variates and latent roots derived from normal samples,” Annals of Mathematical Statistics, pp 475-501, 1964 [62] B Hassibi and B M Hochwald, “How much training is needed in multiple-antenna wireless links?,” IEEE Trans Inf Theory, vol 49, no 4, pp 951-963, 2003 [63] D Samardzija and N Mandayam, “Pilot-assisted estimation of MIMO fading channel response and achievable data rates,” IEEE Trans Signal process., vol 51, no 11, pp 2882-2890, March 2003 [64] Doufexi, S Armour, M Butler, A Nix, D Bull, J Mcgeehan, and P Karlsson, “A comparison of the HIPERLAN/2 and IEEE 802.11a wireless LAN standards,” IEEE Commnu Mag., pp 172-180, 2002 [65] A Clark, P J Smith, and D P Taylor, “Instantaneous capacity of OFDM on Rayleigh-Fading channels,” IEEE Trans Inf Theory, vol 53, no 1, pp 355-361, 2007 [66] C R N Athaudage, M Saito, and J Evans, “Capacity of OFDM systems in Nakagami-m fading channels: the role of channel frequency selectivity,” in Proc IEEE PIMRC, Sep 2008, pp 1-4 186 [67] G Thomas, “OFDM capacity enhancement by selective channel use”, in Proc IEEE MILCOM, Oct 2009, pp 1-6 [68] I Bergel and S Benedetto, “Bounds on the capacity of OFDM under spread frequency selective fading channels”, in Proc IEEE EEEI, Dec 2008, pp 755-759 [69] J Y Yun, S.-Y Chung, and Y H Lee, “Design of ICI canceling codes for OFDM systems based on capacity maximization,” IEEE Signal Process Lett., vol 14, no 3, pp 169-172, 2007 [70] R K Mallik, “On multivariate Rayleigh and exponential distributions,” IEEE Trans Inf Theory, vol 49, no 6, pp 1499-1515, 2003 [71] A A Abu-Dayya and N C Beaulieu, “Switched diversity on microcellular Ricean channels,” IEEE Trans Veh Technol., vol 43, no 4, pp 970-976, 1994 [72] J R Mendes and M D Yacoub, “A general bivariate Ricean model and its statistics,” IEEE Trans Veh Technol., vol 56, no 2, pp 404-415, 2007 [73] O Kallenberg, Foundations of Modern Probability, New York: Springer-Verlag, 1997 [74] H V Poor, An introduction to signal detection and estimation, Springer Verlag, New York, second Edition, 1994 [75] R M Gray, “Topelitz and circulant matrices: a review,” Foundations and Trends in Communications and Information Theoty, vol 2, pp 155-239, 2006 [76] X Liang, “Orthogonal designs with maximal rates,” IEEE Trans Inf Theory, vol 49, pp 2468-2503, 2003 [77] S Boyd and L Vandenberghe, Convex optimization, Cambridge University Press, 187 2004 [78] E K P Chong and S H Zak, An introduction to optimization, New York: Wiley, 1996 [79] Y Wang and X Dong, “Frequency-domain channel estimation for SC-FDE in UWB communications,” IEEE Trans Commun., vol 54, pp 2155-2163, 2006 [80] Peled A and Ruiz A., “Frequency domain data transmission using reduced computational complexity algorithms”, In Proc IEEE Int Conf Acoust., Speech, Signal Processing (ICASSP), pp 964-967, Denver, CO, 1980 [81] H Ochiai and H Imai,” On the Distribution of the Peak-to-Average Power Ratio in OFDM Signals”, IEEE Trans Commun., vol 49, no 2, pp 282-289, Feb 2001 [82] H Ochiai and H Imai, “Performance of the deliberate clipping with adaptive symbol selection for strictly band-limited OFDM systems”, IEEE Journal on Selected Areas in Communications, vol 18, no 11, pp.2270-2277, Nov 2000 [83] D Wulich and L Goldfeld, “Reduction of peak factor in orthogonal multicarrier modulation by amplitude limiting and coding”, IEEE Trans Commun., vol 47, no 1, pp 18-21, Jan 1999 [84] O Edfors, M Sandell, and V D Beek, ”OFDM channel estimation by singular value decomposition,” IEEE Trans commun., vol 46, no 7, pp 931-939,1998 [85] T M Schmidl and D C Cox, “Robust frequency and timing synchronization for OFDM,” IEEE Trans Commnun., vol 45, pp 1613-1621, 1997 [86] M Morelli and U Mengali, “An improved frequency offset estimator for OFDM applications,” IEEE Commun Lett., vol 3, pp 75-77, 1999 188 [87] J J van de Beek, M Sandell, and P O Borjesson, “ML estimation of time and frequency offset in OFDM systems,” IEEE Trans Signal Process., vol 45, pp 1800-1805, 1997 [88] L Wen, L Jianhua, and G Jun, “A new pilot assited frequency synchronization for wireless OFDM systems,” In Proc IEEE Int Conf Acoust., Speech, Signal Processing (ICASSP’03), 2003 [89] L Zeng and N C Tse, “Diversity and multiplexing: A fundamental tradeoff in Multiple-antenna channels,” IEEE Trans Inf Theory, vol 49, no 5, pp 1073-1096, 2003 [90] H Yang, G Li, and L Tang, “Diversity-multiplexing tradeoff performance of linear dispersive codes,” IET Commun., vol 2, no 10, pp 1289-1292, 2008 [91] V Tarokh, H Jafarkhani, and A R Calderbank, “Space–time block codes from orthogonal designs,” IEEE Trans on Inf Theory, vol 45, no 5, pp 744–765, July 1999 [92] K Fazel and S Kaiser, Multi-Carrier and Spread Spectrum Systems: From OFDM and MC-CDMA to LTE and WiMAX, 2nd Edition, John Wiley & Sons, 2008 [93] H Ekström, A Furuskär, J Karlsson, M Meyer, S Parkvall, J Torsner, and M Wahlqvist, “Technical Solutions for the 3G Long-Term Evolution,” IEEE Commun Mag., vol 44, no 3, pp 38–45, 2006 [94] James W Cooley and John W Tukey, "An algorithm for the machine calculation of complex Fourier series," Math Comput vol 19, pp 297–301, 1965 189 [95] R W Chang, “Synthesis of band-limited orthogonal signals for multi-channel data transmission,” Bell System Technical Journal, vol 46, pp 1775-1796, 1966 190 Publications Journal papers: [1] W Zhou and W H Lam, “A fast LMMSE channel estimation method for OFDM systems”, EURASIP Journal on Wireless Communications and Networking, vol 2009, Article ID 752895, 13 pages, 2009 [2] W Zhou and W H Lam, “Channel Estimation and Data Detection for OFDM systems over Fast Fading and Dispersive Channels ” , IEEE Transactions on Vehicular Technology, vol 59, no 3, pp 1381-1392, 2010 [3] W Zhou, X Y Liu, and W H Lam, “Capacity of OFDM systems over time and frequency selective fading channels”, submitted to IEEE Transactions on Vehicular Technology [4] W Zhou, W H Lam, “MIMO-OFDM system Capacity with imperfect feedback channel”, submitted to IET Communications Conference papers: [1] W Zhou and W H Lam, “A novel method of Doppler shift estimation for OFDM systems”, IEEE Military Communication Conference (MILCOM 2008), pp 1-7, San Deigo, USA, November 2008 [2] W Zhou and W H Lam, “Channel Estimation and Data Detection for OFDM systems over Fast Fading Channels”, IEEE International Symposium on Personal, Indoor and Mobile Communications (PIMRC 2009), pp 3109-3113, Tokyo, Japan, September 2009 191 ... that is system capacity In Chapter 5, the MIMO -OFDM system capacity with imperfect feedback channel is investigated In Chapter 6, the capacity variances for OFDM systems over Rayleigh and Ricean... 6) Chapter 2: OFDM systems and MIMO systems Since the thesis studies the channel estimation for OFDM systems and system capacity for MIMO -OFDM systems, this chapter briefly introduces the background... for OFDM systems 21 2.2.2 Peak-to-Average (PAR) of OFDM systems 30 2.2.3 Channel estimation for OFDM systems 33 2.2.4 Synchronization of OFDM systems 38 2.2.5 Advantages

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