parity-check 中文意思是什麼

parity-check 解釋
奇偶校驗
  • parity : n. 1. 同等,平等。2. 同格,同位。3. 同樣;類似,一致。4. 等量,等價。5. 【物理學】宇稱(性),奇偶性。6. 【商業】平價;價值對等。
  • check : n 1 (象棋)將軍( ),被將軍的局面。2 (突然的)妨礙[制止,阻止];停頓,挫折;【打獵】(獵狗聞不...
  1. Parity check, longitudinal communications

    縱向通信配類核對
  2. Parity check, character communications

    字元通信配類核對
  3. Horizontal and vertical parity check code

    二維奇偶驗碼
  4. No parity check occurs. odd

    不發生奇偶校驗檢查。
  5. Parity check, horizontal

    水平配類核對
  6. Transverse parity check

    橫向配類核對
  7. Character parity check

    字元奇偶校驗
  8. Parity check procedure

    配類核對程序
  9. 4 di c, proietti d, telatar i e et al. finite - length analysis of low - density parity - check codes on the binary erasure channel. ieee trans

    如果停止距離較小, ldpc碼在迭代譯碼下的錯誤概率曲線經常會出現所謂的"地板效應error floor 。
  10. Theory, 2002, 48 : 1570 - 1579. 5 kou y, lin s, fossorier m p c. low - density parity - check codes based on finite geometries : a rediscovery and new results. ieee trans

    Schwartz和vardy在2005年得到以下結果:任給校驗矩陣h0 ,一定可以通過增加冗餘行得到新的校驗矩陣h使得停止距離s h達到上界d 。
  11. Uestc is in charge of the tdd downlink that bases on fpga. low density parity - check ( ldpc ) codes were first discovered by gallager in the early 1960s and recently have been rediscovered and generalized

    低密度奇偶校驗碼( ldpc )碼是由gallager在1962年首先提出的一種糾錯碼,在沉寂了多年之後,最近又重新成為通信技術研究的熱點。
  12. Ldpc ( low density parity check ) code is a kind of linear block code that defined by very sparse parity matrix or tanner graph, and it is also called gallager code since gallager initially presented it

    Ldpc ( lowdensityparitycheck )碼是一類用非常稀疏的校驗矩陣或二分圖定義的線性分組糾錯碼,最初由gallager發現,故亦稱gallager碼。
  13. The linear block code is called a binary low - density parity - check code if it is based on a sparse parity - check matrix. this sort of code was originally proposed by dr. gallager in 1962, which cannot attract a large amount of interest at that time

    低密度奇偶校驗( ldpc )碼是基於稀疏校驗矩陣的線性分組碼,它最初由gallager於1962年提出,當時並未受到人們的重視。
  14. Low density parity - check ( ldpc ) codes were first discovered by gallager in the early 1960s and recently have been rediscovered and generalized. this class of codes decoded with soft - in soft - out ( siso ) iterative decoding performs amazingly well

    低密度奇偶校驗碼( ldpc )碼是由gallager在1962年首先提出的一種糾錯碼,在沉寂了多年之後,最近又重新成為通信技術研究的熱點。
  15. Channel coding is based on more recent developments by the scientific community : low - density parity - check codes are adopted. low - density parity - check codes were first introduced by gallager in 1960. but due to the calculating effort in implementing, they were mostly ignored

    其性能如此優異的一個重要原因是採用了當今糾錯編碼技術發展的最新成果? ?低密度校驗( ldpc , low - densityparity - check )碼。
  16. When more than 10 6 ( 3, 2 ) parity check codes are used to estimate the snr of awgn channel and rayleigh fading channel, the estimation error is less than 1 %

    在bpsk信號通過awgn通道和單徑瑞利通道下使用( 3 , 2 )碼估計,當統計的碼字數達到106以上時,估計誤差不會超過1 % 。
  17. On the other hand, in the approach based on vector - matrix, through several special operations on vector - matrix, we have constructed a sparse ‘ 0 ’, ‘ 1 ’ parity - check matrix with dual diagonal matrix whose structure can easily construct the code. the simulation results have demonstrated the performance of this approach is similar to that of - rotation while the complexity is also higher. this problem is to be solved in the future research

    在基於矢量矩陣的結構化方法中,通過對矢量矩陣進行一系列特殊處理可以構造出稀疏的『 0 』 、 『 1 』校驗矩陣,而校驗矩陣中的雙對角結構易於構造出相應的ldpc碼字,模擬表明,採用矢量矩陣的結構化方法具有和-旋轉構造法相當的性能,但是實現的復雜度大於-旋轉構造法,同時碼率和碼長受到一定的限制,這也是未來需要研究的方向。
  18. In b3g - system, the ldpc code has been used with the random irregular parity - check matrix, which the data length is 3944

    「 b3g 」系統中, ldpc碼校驗矩陣為隨機的非規則校驗矩陣,碼長為3944比特。
  19. Ldpc code belongs to the linear block code which is encoded by the information sequence multiplies generator matrix. although the parity - check matrix of ldpc code is sparse, the generator matrix is not. the encoding complexity of it is linearly proportional to the square of code length

    Ldpc碼屬于線性分組碼,線性分組碼的通用編碼方法是由信息序列根據碼的生成矩陣來求相應的碼字序列,盡管ldpc碼的校驗矩陣是非常稀疏的,但它的生成矩陣卻並不稀疏,這使得其編碼復雜度往往與其碼長的平方成正比。
  20. Vertical parity check

    垂直配類核對
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