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Circuit for the inner or scalar product computation in galois fields

  • US 20030068037A1
  • Filed: 10/10/2001
  • Published: 04/10/2003
  • Est. Priority Date: 10/10/2001
  • Status: Active Grant
First Claim
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1. A circuit for computing the inner or scalar product of at least two vectors in a finite Galois field identified by a generator polynomial, wherein each said vector includes at least a first and a second element belonging to said finite field, said first and second elements having a plurality of possible combinations and related reductions, the circuit including:

  • at least one input register for storing digital signals representative of the first elements of said vectors, at least one look-up table storing digital words indicative of said possible combinations and said possible reductions, said digital words being defined as a function of the second elements of said vectors and said generator polynomial, wherein said at least one input register and said at least one look-up table are configured to co-operate in a plurality of subsequent steps to generate at each step a partial product result identified by at least one of said digital words addressed in said at least one look-up table as a function of said digital signals stored in said at least one input register, and wherein the circuit also includes an accumulator unit for adding up said partial results to give a final product result deriving from accumulation of said partial results.

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