Invention Grant
US08407561B2 Formulaic flexible collision-free memory accessing for parallel turbo decoding with quadratic polynomial permutation (QPP) interleave 有权
具有二次多项式置换(QPP)交错的并行涡轮解码的公式灵活无冲突存储器存取

  • Patent Title: Formulaic flexible collision-free memory accessing for parallel turbo decoding with quadratic polynomial permutation (QPP) interleave
  • Patent Title (中): 具有二次多项式置换(QPP)交错的并行涡轮解码的公式灵活无冲突存储器存取
  • Application No.: US13293231
    Application Date: 2011-11-10
  • Publication No.: US08407561B2
    Publication Date: 2013-03-26
  • Inventor: Ba-Zhong ShenTak K. Lee
  • Applicant: Ba-Zhong ShenTak K. Lee
  • Applicant Address: US CA Irvine
  • Assignee: Broadcom Corporation
  • Current Assignee: Broadcom Corporation
  • Current Assignee Address: US CA Irvine
  • Agency: Garlick & Markison
  • Agent Shayne X. Short
  • Main IPC: G11C29/00
  • IPC: G11C29/00
Formulaic flexible collision-free memory accessing for parallel turbo decoding with quadratic polynomial permutation (QPP) interleave
Abstract:
Formulaic flexible collision-free memory accessing for parallel turbo decoding with quadratic polynomial permutation (QPP) interleave. A means is presented by which any desired number of parallel implemented turbo decoding processors can be employed to perform turbo decoding that has been performed using a QPP interleave. This approach is presented to allow an arbitrarily selected number (M) of decoding processors (e.g., a plurality of parallel implemented turbo decoders) to perform decoding of a turbo coded signal while still using a selected embodiment of a QPP interleave. In addition, a collision-free memory mapping, (MOD,C,W) provides more freedom for selecting the particular quadratic polynomial permutation (QPP) interleave (π) that satisfies a parallel turbo decoding implementation with any desired number of parallel implemented turbo decoding processors. This memory mapping allows collision-free reading and writing of updated information (as updated using parallel implemented turbo decoder) into memory banks.
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