Method and system for synchronous recurrence control of random number sequence with degree distribution
A random number and degree distribution technology, applied in the field of communication channel coding, can solve the problem of resource consumption and achieve the effect of improving storage efficiency
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Embodiment 1
[0025] Adopt linear feedback shift register, and adopt Mersenne Twister MT19937 algorithm or MersenneTwister MT19937-64 algorithm.
[0026] With 0~(2 32 Any integer in -1) is the initial random number seed, and the length of the generation cycle is (2 32 -1) Uniformly distributed random numbers.
[0027] The initial random number seed and degree distribution function are set, and the robust arc waviness distribution function is used here to obtain the degree distribution random number sequence.
[0028] Use the generated degree distribution random number sequence to generate a value d (d is an integer greater than 0) as the degree of the current encoding.
[0029] Use the linear feedback shift register to obtain another integer random number sequence subject to uniform distribution, and generate d integers between 1 and k (k is the length of the information packet) as the sequence numbers of the d pieces of information. According to the d sequence numbers, Select the corres...
Embodiment 2
[0032] Adopt linear feedback shift register, and adopt Mersenne Twister MT19937 algorithm or MersenneTwister MT19937-64 algorithm.
[0033] With 0~(2 32 Any integer in -1) is the initial random number seed, and the length of the generation cycle is (2 32 -1) Uniformly distributed random numbers.
[0034] Set the initial random number seed and degree distribution function, the following degree distribution function is used here:
[0035] Ω(x)=0.008x+0.494x 2 +0.166x 3 +0.073x 4 +0.083x 5 +0.056x 8
[0036] +0.037x 9 +0.056x 19 +0.025x 65 +0.003x 6, ,
[0037] Get a sequence of degree distributed random numbers.
[0038] Use the generated degree distribution random number sequence to generate a value d (d is an integer greater than 0) as the degree of the current encoding.
[0039] Use the linear feedback shift register to obtain another integer random number sequence subject to uniform distribution, and generate d integers between 1 and k (k is the length of the i...
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