linear code造句
例句與造句
- A note on the stopping redundancy of linear codes
線性碼停止冗余的一個(gè)注記 - A family of binary codes from z2k - linear codes
線性的二元碼 - Construction of a class of linear codes
一類線性碼的構(gòu)造 - Some results of generalized hamming weights for q - ary non - linear codes
用重要性抽樣方法估計(jì)分組碼同時(shí)糾錯(cuò)和檢錯(cuò)時(shí)的性能 - A note on z4 - linear code c4
的一點(diǎn)注記 - It's difficult to find linear code in a sentence. 用linear code造句挺難的
- According to the generator matrix of a linear code , automorphism group is studied
摘要從線性碼的生成矩陣出發(fā)，研究線性碼的自同構(gòu)群。 - The scheme based on linear codes has the property of authority by checking the equality to prevent the third party attack
該方案基于線性碼理論，可以進(jìn)行驗(yàn)證，具有認(rèn)證功能，能夠防止第三方攻擊。 - We obtain a new general upper bound on the stopping redundancy of binary linear codes which improves the corresponding results of schwartz and vardy
設(shè)c為二元線性碼， n為碼長(zhǎng)， d為極小距離， h為校驗(yàn)矩陣， gh為h對(duì)應(yīng)的tanner圖。 - We give the value of the code - length n and dimension k , and the lower bound of the minimal distances of the new linear code under some particular condition
在某些情況下，我們得到了該類線性碼的碼長(zhǎng)n和維數(shù)k的取值以及最小距離d的下限。 - The theory of quaternary linear codes is one of the important subjects in recent ten years , which is closely related with the study on constructions and properties of binary nonlinear codes
四元線性碼是經(jīng)典的糾錯(cuò)碼理論在近十年間發(fā)展起采的一個(gè)重要研究方向，它與二元非線性碼的構(gòu)造及研究有著緊密的聯(lián)系。 - Automorphism group of a linear code is obtained with the help of the general linear group constructed by all invertible matrices , and it is illustrated by matrices generalized inverses
給出了通過求解可逆矩陣構(gòu)成的一般線性群，獲得線性碼的自同構(gòu)群的方法，并利用矩陣廣義逆理論，對(duì)線性碼的自同構(gòu)群進(jìn)行進(jìn)一步刻劃。 - First , considering the construction characteristic of reed - solomon code , we present a kind of new construction method for linear codes by using the factorization properties of cyclotomic polynomials on finite fields
在糾錯(cuò)碼的設(shè)計(jì)與分析方面：首先，結(jié)合reed - solomon碼的構(gòu)造特點(diǎn)，利用有限域f _ q上分圓多項(xiàng)式的分解特性來(lái)構(gòu)造f _ q上線性碼。 - In 1994 , p . ryndiah investigates turbo product code . it is a kind of block code , of which sub - code is linear code . its decoding method adopts siso iterative , the same as turbo code , so called turbo product code
1994年p . ryndiah提出了turbo乘積碼,它是一種分組碼,其子碼采用線性碼,由于譯碼方法采用與turbo碼相同的軟入軟出( siso )迭代譯碼算法,所以稱為turbo乘積碼。 - Finally , the optimum encoding of an unequal error protection linear code is discussed . turbo codes and their unequal error protection are studied in the fifth chapter . after performance analyzing of turbo codes , the map decoding algorithm and its simulation results are given
第五章是針對(duì)turbo碼展開的，先給出了turbo碼的性能分析，然后討論了turbo碼的map ( maximumapostiori )解碼算法，并仿真了map算法的性能。 - Some results on the undetected error probability of linear codes for pure error - detection are , at present , generalized for both error detection and correction . an analytic formula is obtained to calculate the undetected error probability of linear block codes for simultaneous error detection and correction
在只檢錯(cuò)時(shí)，證明了糾正兩個(gè)錯(cuò)誤擴(kuò)展bch碼是最佳檢錯(cuò)碼； m大于4的非線性等重碼( 2m ， 2 ， m )不是最佳碼。
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