Analytic Constructions of Periodic and Non-periodic Complementary Sequences(Digital Signal Processing)
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概要
- 論文の詳細を見る
An analytic approach for the generation of non-periodic and periodic complementary sequences is advanced for lengths that are powers of two. The periodic complementary sequences can be obtained using symmetric or anti-symmetric extensions. The properties of their autocorrelation functions are studied. The non-periodic complementary sequences are the intersection between anti-symmetric and symmetric periodic sequences. These non-periodic and periodic complementary sequences are identified to be special cases of non-periodic and periodic (or cyclic) orthogonal wavelet transforms. This relationship leads to the novel approach.
- 社団法人電子情報通信学会の論文
- 2006-11-01
著者
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Nishihara Akinori
Center For Research And Development Of Educational Technology Tokyo Institute Of Technology
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Cooklev Todor
School Of Engineering San Francisco State University
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