Polar code decoding method and decoding apparatus

US2016308643A1 · US · A1

Patent metadata
FieldValue
Publication numberUS-2016308643-A1
Application numberUS-201615191533-A
CountryUS
Kind codeA1
Filing dateJun 24, 2016
Priority dateDec 24, 2013
Publication dateOct 20, 2016
Grant date

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Abstract

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A method for decoding Polar codes includes: receiving a Polar code having a length of N, and dividing the Polar code into m subcodes that are coupled to each other, each subcode has a length of N/m, and each of N and m is an integer powers of 2; calculating squared Euclidean distances of input bits in the m subcodes, to obtain minimum squared Euclidean distances of the input bits that are independent of each other; obtaining, accordingly a minimum squared Euclidean distance of input bits that are coupled to each other in the m subcodes; and obtaining input bits that are in the m subcodes and that meet the independent minimum squared Euclidean distances and the combined minimum squared Euclidean distance, and obtaining a decoding result of the Polar code with reference to relationships between the m subcodes and the Polar code.

First claim

Opening claim text (preview).

What is claimed is: 1 . A Polar code decoding apparatus, comprising: a processor; and a non-transitory computer readable storage medium storing program codes for execution by the processor, wherein the program codes include instructions for: receiving a Polar code having a length of N, and dividing the Polar code into m subcodes that are coupled to each other, wherein each subcode has a length of N/m, and wherein each of N and m is an integer power of 2; separately calculating, for the m subcodes, squared Euclidean distances of input bits that are independent of each other in the m subcodes, to obtain minimum squared Euclidean distances of the input bits that are independent of each other in the m subcodes, wherein the minimum squared Euclidean distances of the input bits that are independent of each other in the m subcodes are collectively referred to as independent minimum squared Euclidean distances; obtaining, according to the m independent minimum squared Euclidean distances, a minimum squared Euclidean distance of input bits that are coupled to each other in the m subcodes, wherein the minimum squared Euclidean distance of the input bits that are coupled to each other in the subcodes is referred to as a combined minimum squared Euclidean distance; and obtaining input bits that are in the m subcodes and that meet the independent minimum squared Euclidean distances and the combined minimum squared Euclidean distance, and obtaining a decoding result of the Polar code with reference to relationships between the m subcodes and the Polar code. 2 . The decoding apparatus according to claim 1 , wherein separately calculating the independent minimum squared Euclidean distances comprises: calculating the independent minimum squared Euclidean distances in parallel. 3 . The decoding apparatus according to claim 1 , wherein m is 2, 4, or 8. 4 . The decoding apparatus according to claim 3 , wherein m is 2, wherein receiving and dividing the Polar code into m subcodes comprises: receiving the Polar code, wherein the Polar code is expressed by a formula: x 1 N =  v 1 N × [ F ⊗ ( n - 1 ) 0 F ⊗ ( n - 1 ) F ⊗ ( n - 1 ) ] =  [ ( v 1 N / 2 ⊕ v N / 2 + 1 N )  F ⊗ ( n - 1 )   v N / 2 + 1 N  F ⊗ ( n - 1 ) ] ,

Assignees

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Classifications

  • H03M13/13Primary

    Linear codes · CPC title

  • H04L1/0054Primary

    Maximum-likelihood or sequential decoding, e.g. Viterbi, Fano, ZJ algorithms · CPC title

  • MIMO systems · CPC title

  • Decoding · CPC title

  • Reduction of hardware complexity or efficient processing · CPC title

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What does patent US2016308643A1 cover?
A method for decoding Polar codes includes: receiving a Polar code having a length of N, and dividing the Polar code into m subcodes that are coupled to each other, each subcode has a length of N/m, and each of N and m is an integer powers of 2; calculating squared Euclidean distances of input bits in the m subcodes, to obtain minimum squared Euclidean distances of the input bits that are indep…
Who is the assignee on this patent?
Huawei Tech Co Ltd
What technology area does this patent fall under?
Primary CPC classification H03M13/13. Mapped technology areas include Electricity.
When was this patent published?
Publication date Thu Oct 20 2016 00:00:00 GMT+0000 (Coordinated Universal Time) (A1). Legal status and post-grant events are not shown on this page.
What related patents are in patentsdb?
We list 8 related publications on this page (citations in our corpus or others sharing the same primary CPC).