Author: Yu, Chenglong; Liang, Qian; Yin, Changchuan; He, Rong L.; Yau, Stephen S.-T.
Title: A Novel Construction of Genome Space with Biological Geometry Document date: 2010_4_1
ID: 3c4dttrt_8
Snippet: Motivated by our previous work for protein sequence analysis, 10 we use moment vectors to characterize a DNA graphical curve. Given the graphical curve of a DNA sequence, which can be represented by a sequence of points (1, y 1 ), (2, y 2 ), . . . , (n, y n ), we can compute a sequence of numbers 1 2 y 1 , 2 2 y 2 , . . . , n 2 y n . Conversely, if we know the sequence of numbers 1 2 y 1 , 2 2 y 2 , . . . , n 2 y n , we can recover the graph (1, .....
Document: Motivated by our previous work for protein sequence analysis, 10 we use moment vectors to characterize a DNA graphical curve. Given the graphical curve of a DNA sequence, which can be represented by a sequence of points (1, y 1 ), (2, y 2 ), . . . , (n, y n ), we can compute a sequence of numbers 1 2 y 1 , 2 2 y 2 , . . . , n 2 y n . Conversely, if we know the sequence of numbers 1 2 y 1 , 2 2 y 2 , . . . , n 2 y n , we can recover the graph (1, y 1 ), (2, y 2 ), . . . , (n, y n ). Therefore, we want to find a sequence of numbers, each of which uses the global information of the sequence of numbers 1 2 y 1 , 2 2 y 2 , . . . , n 2 y n in
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