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The BP algorithm is performed on the new obtained matrix H ′. During one round of BP iteration, the LLR value of the ith bit is updated as: begin{array}{*{20}l} &gamma^(x_{i})=gamma(x_{i})+eta gamma_{text{ext}}(x_{i}),& end{array} (5).
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Rates of reactions were updated as needed.
If a data bit "1" is embedded on, then the content of is updated as the content of pattern.
As long as we come across a pattern in the, if a bit "0" is embedded, the block remains as ; otherwise, the block is updated as the pattern. .
Then, the contents of the key register is updated as follows: (1) the key register is rotated by 61 bits to the left, i.e., [k79k78…k1,k0]=[k18k17…k20k19]; (2) the leftmost four bits are substituted by the S-box shown in Table 4, i.e., [k79k78k77k76]=S[k79k78k77k76]; (3) the round counter iis XOR with bits k19k18k17k16k15 to replace the original value, where i uses the binary form.
Error handling is updated as described above.
In each sub-iteration, the soft bits are updated and the syndrome is calculated and checked.
This story is ongoing and will be updated as events unfold, newest updates first.
This story will be updated as more information is released.
All annotations were updated as of December 2009.
Data were updated as of 15 June 2006.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com