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    Pseudo Jacket Matrix and Its MIMO SVD Channel

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    https://www.riss.kr/link?id=A104117091

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    Some characters and construction theorems of Pseudo Jacket Matrix which is generalized from Jacket Matrix introduced by Jacket Matrices: Construction and Its Application for Fast Cooperative Wireless signal Processing[27] was announced. In this paper, we proposed some examples of Pseudo inverse Jacket matrix, such as 2x4, 3x6 non-square matrix for the MIMO channel. Furthermore we derived MIMO singular value decomposition (SVD) pseudo inverse channel and developed application to utilize SVD based on channel estimation of partitioned antenna arrays. This can be also used in MIMO channel and eigen value decomposition (EVD).
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    Some characters and construction theorems of Pseudo Jacket Matrix which is generalized from Jacket Matrix introduced by Jacket Matrices: Construction and Its Application for Fast Cooperative Wireless signal Processing[27] was announced. In this paper,...

    Some characters and construction theorems of Pseudo Jacket Matrix which is generalized from Jacket Matrix introduced by Jacket Matrices: Construction and Its Application for Fast Cooperative Wireless signal Processing[27] was announced. In this paper, we proposed some examples of Pseudo inverse Jacket matrix, such as 2x4, 3x6 non-square matrix for the MIMO channel. Furthermore we derived MIMO singular value decomposition (SVD) pseudo inverse channel and developed application to utilize SVD based on channel estimation of partitioned antenna arrays. This can be also used in MIMO channel and eigen value decomposition (EVD).

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    참고문헌 (Reference)

    1 전인오, "침입방지시스템의 보안성 품질 평가기준 및 측정체계의 개발" 한국산학기술학회 11 (11): 1449-1457, 2010

    2 임용순, "양자화된 DCT 영역에서의 MPEG-2 비디오 워터마킹" 한국인터넷방송통신학회 11 (11): 81-86, 2011

    3 R. A. Horn, "Topics in Matrix Analysis" Cambridge Univ. Press 1991

    4 W. Bajwa, "Toeplitz-structured compressed sensing matrices" 294-298, 2007

    5 W. Ma, "The jacket matrix and cryptography" Chon-buk National University 2004

    6 R. Mathon, "The crc handbook of combinatorial designs vol. 1" CRC Press 7-10, 1996

    7 W. Ji-ke, "The circulant matrix and its applications in the computation of structures" 2 : 144-153, 1979

    8 M. Lee, "The center weighted hadamard transform" 36 (36): 1247-1249, 1989

    9 T. Abrudan, "Steepest descent algorithms for optimization under unitary matrix constraint" IEEE Transactions 56 (56): 1134-1147, 2008

    10 D. Drake, "Partial λ-geometries and generalized hadamard matrices over groups" 31 (31): 617-627, 1979

    1 전인오, "침입방지시스템의 보안성 품질 평가기준 및 측정체계의 개발" 한국산학기술학회 11 (11): 1449-1457, 2010

    2 임용순, "양자화된 DCT 영역에서의 MPEG-2 비디오 워터마킹" 한국인터넷방송통신학회 11 (11): 81-86, 2011

    3 R. A. Horn, "Topics in Matrix Analysis" Cambridge Univ. Press 1991

    4 W. Bajwa, "Toeplitz-structured compressed sensing matrices" 294-298, 2007

    5 W. Ma, "The jacket matrix and cryptography" Chon-buk National University 2004

    6 R. Mathon, "The crc handbook of combinatorial designs vol. 1" CRC Press 7-10, 1996

    7 W. Ji-ke, "The circulant matrix and its applications in the computation of structures" 2 : 144-153, 1979

    8 M. Lee, "The center weighted hadamard transform" 36 (36): 1247-1249, 1989

    9 T. Abrudan, "Steepest descent algorithms for optimization under unitary matrix constraint" IEEE Transactions 56 (56): 1134-1147, 2008

    10 D. Drake, "Partial λ-geometries and generalized hadamard matrices over groups" 31 (31): 617-627, 1979

    11 A. Ahmed, "Orthogonal transforms for digital signal processing" 1975

    12 S. Lee, "On the reverse jacket matrix for weighted hadamard transform" 45 (45): 436-441, 1998

    13 J. Seberry, "New hadamard matrices and conference matrices obtained via mathon’s construction" 4 (4): 355-377, 1988

    14 G. Golub, "Matrix computations vol. 3" Johns Hopkins University Press 1996

    15 H. Park, "Low rank approximation of a hankel matrix by structured total least norm" 39 (39): 757-779, 1999

    16 G. Strang, "Linear algebra and its applications, thomson-brooks" Cole 2005

    17 M. Lee, "Jacket matrix and its fast algorithms for cooperative wireless signal processing" 2012

    18 M. H. Lee, "Jacket Matrices: Construction and Its Application for Fast Cooperative Wireless signal Processing" LAP LAMBERT Academic Publishing 2012

    19 J. Hou, "Information hided jacket matrix and its fast factorization algorithm" 5 (5): 2010

    20 K. Horadam, "Hadamard matrices and their applications" Princeton university press 2011

    21 S. Lee, "Fast reverse jacket transform as an alternative representation of the n-point fast fourier transform" 16 (16): 31-39, 2002

    22 M. Lee, "Fast hadamard transform based on a simple matrix factorization" IEEE Transactions 34 (34): 1666-1667, 1986

    23 M. Lee, "Fast block inverse jacket transform" 13 (13): 461-464, 2006

    24 M. Lee, "Family of fast jacket transform algorithms" 43 (43): 651-651, 2007

    25 C. Lin, "Co-cyclic jacket matrix based optimal training design and placement for MIMO OFDM channel estimation" 392-396, 2008

    26 A. Duran, "A survey on orthogonal matrix polynomials satisfying second order differential equations" 178 (178): 169-190, 2005

    27 Z. Li, "A simple orthogonal space-time coding scheme for asynchronous cooperative systems for frequency selective fading channels" 58 (58): 2219-2224, 2010

    28 M. Lee, "A proof of non-existence of bordered jacket matrices of odd order over some fields" 46 (46): 349-351, 2010

    29 M. Lee, "A new reverse jacket transform and its fast algorithm" 47 (47): 39-47, 2000

    30 G. Zeng, "A generalized reverse block jacket transform" 55 (55): 1589-1600, 2008

    31 K. Horadam, "A generalized hadamard transform" IEEE 1006-1008, 2005

    32 W. Tadej, "A concise guide to complex hadamard matrices" 13 (13): 133-177, 2006

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