The Exponent of a Polarizing Matrix Constructed from the Kronecker Product

Computer Science – Information Theory

Scientific paper

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7 pages, 1 figure, submitted to IEEE Transactions on Information Theory (July 27, 2011)

Scientific paper

The asymptotic performance of a polar code under successive cancellation decoding is determined by the exponent of its polarizing matrix. We first prove that the partial distances of a polarizing matrix constructed from the Kronecker product are simply expressed as a product of those of its component matrices. We then show that the exponent of the polarizing matrix is shown to be a weighted sum of the exponents of its component matrices. These results may be employed in the design of a large polarizing matrix with high exponent.

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