Codeword constructing method for variable length Polar code
A construction method and a variable technology, applied in the field of communication channel coding, can solve problems such as increased decoding error probability and loss of communication system performance, and achieve the effects of reducing bit error rate, improving communication system performance, and reducing delay
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[0058] Example 1 : The construction process of the generator matrix of the Polar code with code length N=6.
[0059] Step 1: The binary bit sequence with code length N=6 is expressed as s={1,1,0}.
[0060] Step 2: According to the binary bit sequence obtained in step 1, select a combination matrix with code length N=6:
[0061] According to 6=2 2 +2 1 = L 1 +l 2 , So the sub-matrix that constitutes a code length of 6 is G 4×4 ,G 2×2 .
[0062] Step 3: Combine the sub-matrices of the generator matrix with code length N=6 obtained in step 2 through Combo-Sum operation. The calculation process is as follows:
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[0064] Example 2 : The construction process of the generator matrix of the Polar code with code length N=11.
[0065] Step 1: The binary bit sequence with code length N=11 is expressed as s={1,0,1,1}.
[0066] Step 2: According to the binary bit sequence obtained in step 1, select a combination matrix with code length N=11:
[0067] According to 11=2 3 +2 1 +2 0 = L 1 +l 2 +l 3 , The size of the sub-matrix is l 1 = 8, l 2 = 2, l 3 = 1. So the sub-matrix with a code length of 11 is G 8×8 ,G 2×2 ,G 1×1 .
[0068] Step 3: Combine the sub-matrices of the generator matrix with code length N=11 obtained in step 2 through the Combo-Sum operation. The calculation process is as follows:
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