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    • 2. 发明授权
    • Multiply and divide circuit
    • 乘法和除法电路
    • US5270962A
    • 1993-12-14
    • US31026
    • 1993-03-11
    • Gerhard P. Fettweis
    • Gerhard P. Fettweis
    • G06F7/52G06F7/544
    • G06F7/5312G06F7/535G06F7/5443G06F2207/3836G06F2207/3884
    • A multiply and divide circuit having full bit level pipeline capability uses an array of bit level carry-save adders with each carry-save bit adder having a corresponding absolute value bit circuit. In one or two's complement notation, the carry-save adders subtract the binary values supplied thereto and generate an intermediate binary signal which is supplied to the absolute value circuit. The absolute value circuit determines the absolute value of the binary numbers supplied thereto. In one mode of operation, the circuit can be used to perform division. In another mode of operation, the circuit can be used to perform multiply and accumulate operation, again with bit level pipeline capability.
    • 具有全位电平流水线能力的乘法和除法电路使用具有相应绝对值位电路的每个进位保存位加法器的位电平进位存储加法器阵列。 在一个或两个补码符号中,进位保存加法器减去提供给它的二进制值,并产生提供给绝对值电路的中间二进制信号。 绝对值电路确定提供给它的二进制数的绝对值。 在一种操作模式中,电路可用于执行分割。 在另一种操作模式下,该电路可以用于执行乘法和累加操作,再次利用位级管道功能。
    • 3. 发明授权
    • Process for realizing the Viterbi-algorithm by means of parallel working
structures
    • 通过平行工作结构实现维特比算法的过程
    • US5042036A
    • 1991-08-20
    • US213166
    • 1988-06-29
    • Gerhard P. Fettweis
    • Gerhard P. Fettweis
    • G06F17/10H03M13/23H03M13/41
    • H03M13/3972H03M13/395H03M13/41
    • A method for implementing the Viterbi algorithm (Viterbi decoder) for very high data rates/decoding rates. The trellis diagram (original trellis diagram) of the Markov process, the original trellis diagram being the basis of such implementation, is considered over a greater period. Transitions of the original trellis diagram are combined in one multi-step transition (multi-step trellis diagram) per each M. The number of transition branches, which rise exponentially, in such a process with M, is reduced to a smaller number by exploiting fundamental properties of the original trellis diagram forming the basis of the multi-step transitions. This eliminates non-optimal transition branches irrespective of the change from one multi-step transition to another. This permits the design of Viterbi decoders for very high data rates, as more time is available for executing the computing operations on number of computers as compared to the maximum permissible time for executing similar (identical) operations in the implementation of the Viterbi algorithm based on the one-step transition of the original trellis diagram.
    • 一种用于实现非常高数据速率/解码速率的维特比算法(维特比解码器)的方法。 马尔可夫过程的网格图(原始网格图),原始网格图作为实施的基础,在更长的时间内被考虑。 原始网格图的转换在每个M的一个多步骤转换(多步网格图)中组合。在这样一个过程中,M的转移分支数量呈指数级增长,通过开发减少到较小的数量 原始网格图的基本属性形成了多步转换的基础。 这消除了非最优的转移分支,而不管从一个多步骤转变到另一个步骤的变化。 这允许维特比解码器的设计具有非常高的数据速率,因为与在基于维特比算法的实现中执行类似(相同)操作的最大允许时间相比,更多的时间可用于执行计算机数量的计算操作 原始网格图的一步过渡。
    • 5. 发明授权
    • Bit level pipeline divide circuit and method therefor
    • 位级流水线分割电路及其方法
    • US5341322A
    • 1994-08-23
    • US881336
    • 1992-05-11
    • Gerhard P. FettweisHerbert R. Dawid
    • Gerhard P. FettweisHerbert R. Dawid
    • G06F7/52G06F7/544
    • G06F7/5312G06F7/535G06F7/5443G06F2207/3836G06F2207/3884
    • A divide circuit having bit level pipeline capability uses an array of bit level carry save adders with each carry save adder having a corresponding absolute value bit level circuit. In one or two's complement notation, the carry save adders subtract the binary values supplied thereto and generates an intermediate binary signal which is supplied to the absolute value circuit. The absolute value circuit determines the absolute value of the binary number supplied thereto. The circuit performs division in accordance with the following algorithm:Q.sub.w 1I=W-1 to 0N=N-DS=Signbit (N)Q.sub.I =S (EXOR) Q.sub.I+1N=.vertline.N.vertline.D=D/2ENDA recursive divide circuit employing an array of carry save adders and absolute value bit level circuits achieves full pipeline bit level capability.
    • 具有位电平流水线能力的分频电路使用具有相应绝对值位电平电路的每个进位存储加法器的位电平进位存储加法器阵列。 在一个或两个补码符号中,进位存储加法器减去提供给它的二进制值,并产生提供给绝对值电路的中间二进制信号。 绝对值电路确定提供给它的二进制数的绝对值。 电路根据以下算法进行除法:Qw1 I = W-1至0 N = N-D S =信号(N)QI = S(EXOR)QI + 1 N = | N | D = D / 2 END采用进位保存加法器和绝对值位电平电路阵列的递归分频电路实现完整的管道位电平能力。