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- Zongduo Dai, Xiutao Feng, Junhui Yang
- SETA
- 2004

- Zongduo Dai, Solomon W. Golomb, Guang Gong
- Discrete Mathematics
- 1999

- Shaoquan Jiang, Zongduo Dai, Kyoki Imamura
- IEEE Trans. Information Theory
- 2000

The classical continued fraction is generalized for studying the rational approximation problem on multi-formal Laurent series in this paper, the construction is called m-continued fraction. It is proved that the approximants of an m-continued fraction converge to a multi-formal Laurent series, and are best rational approximations to it; conversely for any… (More)

- Zongduo Dai, Shaoquan Jiang, Kyoki Imamura, Guang Gong
- IEEE Transactions on Information Theory
- 2004

For an ultimately nonperiodic binary sequence s={s/sub t/}/sub t/spl ges/0/, it is shown that the set of the accumulation values of the normalized linear complexity, L/sub s/(n)/n, is a closed interval centered at 1/2, where L/sub s/(n) is the linear complexity of the length n prefix s/sup n/=(s/sub 0/,s/sub 1/,...,s/sub n-1/) of the sequence s. It was… (More)

- Zongduo Dai
- Journal of Cryptology
- 1992

We derive pseudorandom binary sequences from maximal length sequences over the integral residue rings. We prove that these derived binary sequences have guaranteed large periods, and we also obtain upper bounds on their minimal polynomials in the sense of the partial order defined by divisibility.

- Zongduo Dai, Thomas Beth, Dieter Gollmann
- EUROCRYPT
- 1990

- Zongduo Dai, Jun-Hui Yang
- EUROCRYPT
- 1991

- Zongduo Dai, Guang Gong, Hong-Yeop Song
- Discrete Mathematics
- 2009

In most cases authors are permitted to post their version of the article (e.g. in Word or Tex form) to their personal website or institutional repository. Authors requiring further information regarding Elsevier's archiving and manuscript policies are encouraged to visit: Abstract We determine the trace function representation, or equivalently, the Fourier… (More)

- Zongduo Dai, Kyoki Imamura, Junhui Yang
- SETA
- 2004