Code writing method and device based on sparse matrix
A sparse matrix and encoding technology, applied in the field of encoding, can solve problems such as unapplicable, high complexity, stuck cell errors, etc.
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example 3
[0132] Example 3.1 Find a set of solutions for b.
[0133] By check matrix H t , we can draw the corresponding Tanner diagram (such as image 3 shown).
[0134] Find a set of solutions for b, that is, satisfy v 1 +v 2 +v 3 = c 1 , v 3 = c 2 a set of v 1 ,v 2 ,v 3 value.
[0135] The graph-based algorithm will not perform a linear combination of each specific equation, and it will not change the adjacency relationship between the original check node and the variable node. Solving equation (2.2) from the perspective of the graph essentially gives a rule that specifies the order in which check nodes are processed. To process a check node is to give the value of the variable node connected to it.
[0136] If there is a check node with a degree of 1 in the graph, the check node must be processed first, because there is only one variable node connected to it, and the value of the variable node connected to it must be equal to the value of the check node To satisfy ...
example 33
[0182] Deconstruction process:
[0183] Figure 5 The picture in (a) is the Tanner picture of the original matrix, we can vn 3 The degree of is 1, so it will be related to vn 3 The connected check node cn 2 Mark it as 4, and then do some removal work on the nodes and edges in the graph to get Figure 5 In figure (b), at this time (cn 1 ,vn 1 ,cn 2 ,vn 2 ) has been opened;
[0184] Depend on Figure 5 In figure (b), set cn 1 labeled 3, then the graph becomes Figure 5 Middle (c) diagram;
[0185] Depend on Figure 5 In Figure (c), set cn 3 labeled 2, then the graph becomes Figure 5 Middle (d) diagram;
[0186] Depend on Figure 5 In figure (d), set cn 4 Mark it as 1.
[0187] Therefore, we can get a set of check nodes arranged in a new order, and the new order is: (cn 4 ,cn 3 ,cn 1 ,cn 2 ).
[0188] Solving process:
[0189] deal with cn first 4 , giving v 4 =0,v 5 = 0, complete the removal of relevant nodes and degrees (the removal will be done ever...
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