Reinforcement method of parallel matrix multiplication algorithm
A matrix multiplication and matrix multiplication technology, which is applied in the reinforcement field of parallel matrix multiplication algorithms, can solve problems such as limited resources
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[0029] Such as image 3 As shown, the errors are randomly distributed. The code verification process will detect deviations between the 3-row and 4-column codes, that is, there are 12 possible error points, but in fact there are only 4 errors. Using formula (1) will identify positions ③ and ④ detected as a single error, which will be corrected preferentially. Once successfully corrected using Equation (2) or Equation (3), Faulty_rows and Faulty_cols will be updated, leaving 2 errors in the same row, so can be corrected with very few operations. The correction procedure for this example is in the following Figure 4 shown in . In this example, the proposed scheme avoids unnecessary correction of "false" errors and reduces the total potential error in very few iterations.
[0030] In error injection simulation, the efficiency of this method is better than that of existing methods. We performed error injection simulation tests on matrix multiplications of different sizes. ...
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