The algorithm for determining of the errors multiplicity by multithreshold decoding of iterative codes decoding process of three-dimensional iterative codes is analysed. Features of
multiple errors correction
Error correction method results in a multiplication of the supercomputerThis study proposes a method for the detection and correction of
errors in the implementation
Detection of single and multiple errors using the optimal signature analyzer and
multiple errors. Quality criteria are introduced that are used for estimation of the optimal SA
Improving the Accuracy of Exponentially Converging Quadratures asymptotically accurate estimates of the
error of such quadratures are obtained. They take into account
The algorithm for determining the errors multiplicity by multithreshold decoding of iterative codesThe algorithm for determining the
errors multiplicity by multithreshold decoding of iterative codes
Detection of single and multiple errors using the optimal signature analyzer and
multiple errors. Quality criteria are introduced that are used for estimation of the optimal SA
Multithreshold majority decoding of LDPC-codes. The possibility of correcting different types of
multiple errors is analyzed. The expediency of using
Codec for two-dimensional hamming code on FPGA includes
multiple error detection and correction algorithms of Hamming product code variants, and includes