sudoku codes造句

例句与造句

1. Hence there is no all-zero codeword in Sudoku codes.
2. Sudoku codes are not suitable for practical usage but are subject of research.
3. However, there is no linear function that maps a string to a sudoku code.
4. Sudoku codes are non-linear.
5. By modeling sudoku codes as a probabilistic graphical model belief propagation can be used for Sudoku codes.
6. It's difficult to find sudoku codes in a sentence. 用sudoku codes造句挺难的
7. By modeling sudoku codes as a probabilistic graphical model belief propagation can be used for Sudoku codes.
8. Belief propagation on the tanner graph or factor graph to decode Sudoku codes is discussed in by Sayir.
9. One Sudoku code can be seen as 72.5 bits of information and 184.3 bits redundancy.
10. In a linear code any linear combination of codewords give a new valid codeword, this does not hold for sudoku codes.
11. This method can be seen as decoding a sudoku coded message that is sent over an erasure channel where some symbols got erased.
12. Performance analysis of these methods on sudoku codes can help to understand decoding problems for low-density parity-check codes better.
13. Sudoku codes can be represented by probabilistic graphical model in which they take the form of a low-density parity-check code.
14. LDPC decoding is a common use-case for belief propagation, with slight modifications this approach can be used for solving Sudoku codes.
15. With the method of Sayir density evolution recursions can be used to calculate thresholds also for Sudoku codes up to an alphabet size q = 8.
16. The constraints of Sudoku codes are non-linear : all symbols within a constraint ( row, line, sub-grid ) must be different from any other symbol within this constraint.