$G_{15}^{\otimes 3}$ polar code with block length 3375 and code rate 1/2, the TPMC method can fix 3200 bits as frozen bits in the second phase without error performance loss, which reduces the computation cost by approximately 92.6% over the MC method; 2) Polar codes with high-dimensional kernels constructed by the TPMC method outperforms polar codes with the

$G_{2}$

kernel constructed by the Tal-Vardy method in terms of error performance; 3) With the same computational cost, the TPMC method can construct better polar codes than the MC method.">

A Fast Two-Phase Monte Carlo Method for Constructing Polar Codes With Arbitrary Binary Kernel (original) (raw)

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