Polar codes are the first class of codes to provably achieve capacity of binary memoryless symmetric channels with low complexity. However, their finite-length performance with successive cancellation decoding is not as good as other families of codes. In this Thesis, the use of feedback schemes is proposed: in exchange for a moderate delay, the packet error rate is greatly reduced. Performance of the schemes is evaluated in various scenarios, and accurate mathematical models are developed

Feedback Schemes to Improve the Finite-Length Performance of Polar Codes

Olivotto, Stefano
2016/2017

Abstract

Polar codes are the first class of codes to provably achieve capacity of binary memoryless symmetric channels with low complexity. However, their finite-length performance with successive cancellation decoding is not as good as other families of codes. In this Thesis, the use of feedback schemes is proposed: in exchange for a moderate delay, the packet error rate is greatly reduced. Performance of the schemes is evaluated in various scenarios, and accurate mathematical models are developed
2016-10-10
information theory, coding theory, channel coding, polar codes, feedback scheme, finite-length, decoding
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12608/27520