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    • 1. 发明授权
    • Quasi-cyclic low-density parity-check codes
    • 准循环低密度奇偶校验码
    • US08595589B2
    • 2013-11-26
    • US13251180
    • 2011-09-30
    • Jonathan YedidiaYige Wang
    • Jonathan YedidiaYige Wang
    • H03M13/00
    • H03M13/116H03M13/1154H03M13/1165
    • A system and a method for determining a quasi-cyclic (QC) low-density parity-check (LDPC) code, such that the QC LDPC code has no trapping sets are disclosed. A set of matrices representing a family of QC LDPC codes are acquired, wherein each QC LDPC code is a tail-biting spatially-coupled code of girth not less than eight, and wherein each column of each matrix in the set has a weight not less than four. Based on a trapping set pattern, a matrix from the set of matrices is selected such that the matrix represents the QC LDPC code with no trapping sets. The matrix can be stored into a memory.
    • 一种用于确定准循环(QC)低密度奇偶校验(LDPC)码的系统和方法,使得QC LDPC码没有捕获集合被公开。 获取表示QC LDPC码族的一组矩阵,其中每个QC LDPC码是周长不小于8的尾巴空间耦合码,并且其中集合中的每个矩阵的每列具有不小于 比四。 基于捕获集合模式,选择来自矩阵集合的矩阵,使得矩阵表示没有陷阱集合的QC LDPC码。 矩阵可以存储到存储器中。
    • 7. 发明申请
    • Decoding Reed-Solomon codes and related codes represented by graphs
    • 解码Reed-Solomon码和由图表表示的相关码
    • US20050138516A1
    • 2005-06-23
    • US10728338
    • 2003-12-04
    • Jonathan Yedidia
    • Jonathan Yedidia
    • H03M13/11H03M13/15H03M13/39H03M13/45H04L1/00G06F11/00G06F11/30G08C25/00H03M13/00H04L1/18
    • H03M13/114H03M13/1102H03M13/1191H03M13/136H03M13/1505H03M13/1515H03M13/3707H03M13/39H03M13/45H03M13/6362H03M13/658
    • A method decodes a soft-input cost function for an [N,k]q linear block error- correcting code that has a fast sparse transform factor graph (FSTFG) representation, such as Reed-Solomon codes. First, the code is selected and its FSTFG representation is constructed. The representation is simplified and is made redundant if the improved performance is more important than the increased decoding complexity. An encoding method consistent with the representation is selected. A set of message-update and belief-update rules are selected. The messages are initialized according to a soft-input cost function. An iterative decoding cycle is then begun, in which the first step consists of updating the messages according to the pre-selected message-update rules. In the second step of the decoding cycle, a trial code word is determined from the messages, the pre- selected message-update rules, and the encoding method. In the third step of the decoding cycle, the tentative output code word of the decoding method is replaced with the trial code word if the trial code word has lower cost. Finally, the decoding cycle terminates if a termination condition is true, and outputs the tentative code word, and otherwise repeats the decoding cycle. The decoding method can be combined or concatenated with other decoding methods for FSTFG codes.
    • 一种方法对具有快速稀疏变换因子图(FSTFG)表示(例如Reed-Solomon码)的[N,k] <! - SIPO - >线性块纠错码解码软输入成本函数。 首先,选择代码并构建其FSTFG表示。 如果改进的性能比增加的解码复杂度更重要,则表示被简化并且被冗余。 选择与该表示一致的编码方法。 选择一组消息更新和置信更新规则。 消息根据软输入成本函数进行初始化。 然后开始迭代解码周期,其中第一步包括根据预先选择的消息更新规则更新消息。 在解码周期的第二步中,根据消息,预选消息更新规则和编码方法确定试用码字。 在解码周期的第三步骤中,如果试用代码字具有较低的成本,则将解码方法的暂定输出代码字替换为试用代码字。 最后,如果终止条件为真,解码周期终止,并输出暂定码字,否则重复解码周期。 解码方法可以与FSTFG码的其他解码方法组合或连接。
    • 8. 发明申请
    • Decoding error-correcting codes based on finite geometries
    • 基于有限几何解码纠错码
    • US20050044475A1
    • 2005-02-24
    • US10643618
    • 2003-08-19
    • Jonathan YedidiaMarc FossorierRavi Palanki
    • Jonathan YedidiaMarc FossorierRavi Palanki
    • G06F11/10G06F11/00H03M13/00H03M13/09H03M13/19H03M13/37
    • H03M13/136H03M13/134H03M13/3738H03M13/3746
    • A method decodes a received word for a binary linear block code based on a finite geometry. First, a parity check matrix representation of the code is defined. The received word is stored in a channel register. An active register represents a current state of the decoder. Each element in the active register can take three states, representing the two possible states of the corresponding bit in the word, and a third state representing uncertainty. Votes from parity checks to elements of the active register are determined from parity checks in the matrix, and the current state of the active register. A recommendation and strength of recommendation for each element in the active register is determined from the votes. The elements in the active register are then updated by comparing the recommendation and strength of recommendation with two thresholds, and the state of the corresponding bit in the received word. When termination conditions are satisfied, the decoder outputs the state of the active register. If the decoder outputs a state of the active register that does not correspond to a codeword, a new representation for the code using a parity check matrix with substantially more rows is chosen, and the decoding cycle is restarted.
    • 一种基于有限几何的二进制线性块码的接收字来解码。 首先,定义代码的奇偶校验矩阵表示。 接收到的字存储在通道寄存器中。 活动寄存器表示解码器的当前状态。 有效寄存器中的每个元素可以采用三种状态,表示字中相应位的两种可能状态,表示不确定性的第三种状态。 从奇偶校验到活动寄存器的元素的投票由矩阵中的奇偶校验和活动寄存器的当前状态确定。 活跃登记册中每一项要素的建议和实力取决于投票。 然后通过将建议和强度与两个阈值进行比较,以及接收到的字中的相应位的状态来更新活动寄存器中的元素。 当满足终止条件时,解码器输出有效寄存器的状态。 如果解码器输出与代码字不对应的活动寄存器的状态,则使用具有基本上更多行的奇偶校验矩阵的代码的新表示被选择,并且重新开始解码周期。