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    • 1. 发明授权
    • Interleaver interface for a software-defined radio system
    • 用于软件定义无线电系统的交织器接口
    • US08218518B2
    • 2012-07-10
    • US11750742
    • 2007-05-18
    • Eran PisekThomas M. Henige
    • Eran PisekThomas M. Henige
    • H04B7/216
    • H04L1/0055H03M13/27H03M13/2957H03M13/3905H03M13/6519H04L1/0071
    • A software-defined radio (SDR) system that operates under a plurality of wireless communication standards. The SDR system comprises a reconfigurable maximum aposteriori probability (MAP) decoder capable of being configured under software control to decode a received data block according to a select wireless communication standard and a reconfigurable interleaver associated with the reconfigurable MAP decoder. The reconfigurable interleaver comprises a reconfigurable interleaver core circuitry capable of being configured under software control to operate according to the selected wireless communication standard and a unified interleaver interface for coupling a defined set of control and bus signals from the reconfigurable MAP decoder to the reconfigurable interleaver core circuitry.
    • 一种在多种无线通信标准下工作的软件定义无线电(SDR)系统。 SDR系统包括可配置在软件控制下的可重配置最大后验概率(MAP)解码器,以根据选择无线通信标准对接收到的数据块进行解码,以及与可重新配置的MAP解码器相关联的可重配置交织器。 可重配置交织器包括能够被配置在软件控制下以根据所选择的无线通信标准进行操作的可重配置交织器核心电路和统一的交织器接口,用于将定义的一组控制和总线信号从可重新配置的MAP解码器耦合到可重配置交织器核心 电路。
    • 7. 发明授权
    • Efficient almost regular permutation (ARP) interleaver and method
    • 高效的几乎规则排列(ARP)交织器和方法
    • US08032811B2
    • 2011-10-04
    • US11715202
    • 2007-03-07
    • Thomas M. HenigeEran Pisek
    • Thomas M. HenigeEran Pisek
    • H03M13/03
    • H03M13/2764H03M13/2753H03M13/2957H03M13/6508
    • An almost regular permutation (ARP) interleaver and method generate interleaved indices in a sequential fashion based on a process in which each interleaved index is a function of an adjacent index. Based on the data block size (N) for a received data block and a constant (C) for the ARP interleaver, a plurality of interleaved indices is generated. For one embodiment in which the interleaved indices are generated in forward sequence, the adjacent interleaved index is the immediately previous index, P(j−1), and each interleaved index (P(j)) is generated based on incrementing the previous interleaved index (P(j−1)) by an incremental value k(i), where j represents a non-interleaved index between 0 and N−1, i represents a modulo-C counter index that corresponds to j, k(i) represents the i-th value of a set of incremental values associated with N and C.
    • 几乎常规排列(ARP)交织器和方法基于其中每个交织索引是相邻索引的函数的过程以顺序方式产生交错索引。 基于接收数据块的数据块大小(N)和用于ARP交织器的常数(C),生成多个交织索引。 对于其中以正向序列生成交织索引的一个实施例,相邻交织索引是紧接在前的索引P(j-1),并且每个交织索引(P(j))是基于递增先前的交织索引 (P(j-1))乘以增量值k(i),其中j表示0和N-1之间的非交织索引,i表示对应于j的模C计数器索引,k(i)表示 与N和C相关联的一组增量值的第i个值。
    • 8. 发明申请
    • Method and apparatus for efficient modulo multiplication
    • 用于有效模乘的方法和装置
    • US20090144353A1
    • 2009-06-04
    • US12216896
    • 2008-07-11
    • Eran PisekThomas M. Henige
    • Eran PisekThomas M. Henige
    • G06F7/38
    • G06F7/728
    • A method of a hardware based Montgomery reduction contemplates preparing a table comprising a plurality of sets of values of 2K+i (mod n), 2K+i+1 (mod n) and (2K+i+2K+i+1)(mod n), where i=to M−2, n is a modulo number, K is an integer, and M is a number of significant bits in a binary Y; selecting one of the values within one of the plurality of sets of the table in dependence upon a value of two neighboring bits Yi+1,i of the binary Y; adding two neighboring selected values and calculating the modulo value of the sum value with the modulo number n; repeatedly adding two neighboring calculated modulo values and calculating the modulo value of the intermediate sum of the two neighboring calculated modulo values until only a single calculated module value is obtained; and setting the single value as the Montgomery representation.
    • 一种基于硬件的Montgomery减少方法考虑准备包括多个值的组2K + i(mod n),2K + i + 1(mod n)和(2K + i + 2K + i + 1)( mod n),其中i =到M-2,n是模数,K是整数,M是二进制Y中的有效位数; 根据二进制Y的两个相邻位Yi + 1,i的值,选择该表的多个集合之一内的值之一; 加上两个相邻的选择值,并用模数n计算求和值的模数; 反复添加两个相邻的计算的模数值,并计算两个相邻计算的模数值的中间和的模数,直到仅获得单个计算的模块值; 并将单个值设置为蒙哥马利表示。