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15.1 General Properties of Prime-Length Composite Codes

15.1 General Properties of Prime-Length Composite Codes. Let F be the binary field GF(2) and F n the vector space of all binary n -tuples. Let V i be an ( n i , k i ) binary linear code for i =1, 2, where n 1 and n 2 are relatively prime.

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Log-Likelihood Algebra

? = - L (d). L (d). +. L (d). 0 = 0. +. Log-Likelihood Algebra. ?Sum of two LLRs L(d 1 ) + L(d 2 ) ? L ( d 1 ? d 2 ) = log exp[L(d 1 )] + exp [L(d 2 )] 1 + exp[L(d 1 )].exp [L(d 2 )]

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Component codes - PowerPoint PPT Presentation

15.1 General Properties of Prime-Length Composite Codes

Log-Likelihood Algebra