Upper and lower bounds on the information of binary linear codes; Notations and background information; Bounds on eh; Some further properties of ehr; Relations with the dual code; Minimum problem as a programming problem; The average information function.Helleseth...
Constructions for binary codes correcting asymmetric errors from function fields [ C ]//TAMC, LNCS, 2012, 7287 : 284 - 294.J. Zhang and F.-W. Fu. Constructions for binary codes correcting asymmetric errors from function fields. In Theory and Applications of Models of Computation, pages 284-...
it may be applied to the case where the command or instruction codes set with the read only memory (ROM) (commands for addition, interruption, transfer or jump) are read out. The read out command code is then transferred to the device being controlled. The read out command code, further,...
A decoder wherein the received codes consisting of a plurality of binary bits are sent to the first and second corrector which are operating in parallel in order to correct random and burst errors respectively. An error-corrected output of the former is further determined whether it becomes all...
A receiver with frequency offset correcting function corrects distortion caused by interference between codes and a frequency offset in received signals. In order to correct the distorsion, a frequency offset correcting circuit (21) corrects the received signals based on an estimated frequency offset ...
A receiver with frequency offset correcting function corrects distortion caused by interference between codes and a frequency offset in received signals. In order to correct the distorsion, a frequency offset correcting circuit (21) corrects the received signals based on an estimated frequency offset ...
PURPOSE:To transfer read data at a high speed by providing an auxiliary memory part, stored with error bit correction codes, to a memory unit with an error bit correcting function circuit which provides the re-execution of access to the same memory address on receiving information on an ...
Theoretical or Mathematical/ error correction codesquantum communicationquantum computing/ p-ary quantum error correcting codelogic functionAPC distancequantum Singleton bound/ B6120B Codes C4270 Quantum computing theory′ > 2, we can construct quantum codes with parameters ((,, ))p and gain a lower...
We present a systematic way to construct p-ary quantum error correcting codes using logic functions. As a consequence, for a given function with APC distance d′ 2, we can construct quantum codes with parameters ((n, K, d))p and gain a lower bound of K for all 2 d d′. The b...
The information function eh of a code is the average amount of\ninformation contained in h positions of the code words. Upper and lower\nbounds on the information function of binary linear codes are given. The\naverage value of the information function over all [n,k] codes is\ndetermined...