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Classification and counting on multi-continued fractions and its application to multi-sequences
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作者 DAI ZongDuo FENG XiuTao 《Science in China(Series F)》 2007年第3期351-358,共8页
In the light of multi-continued fraction theories, we make a classification and counting for multi-strict continued fractions, which are corresponding to multi-sequences of multiplicity m and length n. Based on the ab... In the light of multi-continued fraction theories, we make a classification and counting for multi-strict continued fractions, which are corresponding to multi-sequences of multiplicity m and length n. Based on the above counting, we develop an iterative formula for computing fast the linear complexity distribution of multi-sequences. As an application, we obtain the linear complexity distributions and expectations of multi-sequences of any given length n and multiplicity m less than 12 by a personal computer. But only results of m=3 and 4 are given in this paper. 展开更多
关键词 multi-strict continued fractions multi-sequences linear complexity distribution
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