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A new subblock partitioning scheme using subblock partition matrix for PTS
- Joo, Hyun-Seung;
- No, Jong-Seon;
- Shin, Dong-Joon
Citations
SCOPUS
1초록
In this paper, we propose a new subblock partitioning scheme using the subblock partition matrix for the partial transmit sequence. Based on the convolution property of the inverse fast Fourier transform (IFFT), the subblock partition matrix can be derived. The signal subsequences for the PTS scheme are generated from the circular convolution of the signal sequence and the subblock partition matrix. Since several IFFT operations of the signal subsequences are replaced by the convolution of the signal sequence with the proposed subblock partition matrix, only one IFFT operation is required. The interleaved subblock partitioning scheme is suitable for the proposed subblock partition matrix in terms of complexity.
키워드
Circular convolutions; Inverse fast Fourier transforms; matrix; Partial transmit sequence; Signal sequence; Sub-blocks; Convolution; Fast Fourier transforms; Matrix algebra
- 제목
- A new subblock partitioning scheme using subblock partition matrix for PTS
- 저자
- Joo, Hyun-Seung; No, Jong-Seon; Shin, Dong-Joon
- 발행일
- 2011-09
- 유형
- Conference Paper
- 저널명
- 2011 International Conference on ICT Convergence, ICTC 2011
- 페이지
- 127 ~ 128