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Fast multiplier schemes using large parallel counters and shiftswitches

机译:使用大型并行计数器和移位的快速乘法器方案开关

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We present novel fast parallel multiplier schemes. In contrast tothe full adder binary logic based traditional designs, we use(incomplete) large parallel counters and large shift switch compressors,which are built based on shift switch logic, a logic with shift switchesas logic elements performing modulo arithmetic operations on(non-binary) state signals. With the unique feature of shift switchlogic our parallel multiplier schemes have shown superiority in speedand in area compactness. This is provided through the use of astage-reduced partial product reduction network, the efficient signalinterconnection and the simplified final carry lookahead adder. Comparedto the well-known designs, our approach possesses higher regularity andsimplicity on circuit structures, characterized by both the recursiveshift switch networks which localize the major part of partial productreduction and the deliberated utilization of uneven arrival signalswhich minimize the delay of the multipliers
机译:我们提出新颖的快速并行乘法器方案。与之相反 基于完整加法器二进制逻辑的传统设计,我们使用 (不完整)大型并行计数器和大型变速开关压缩机, 基于换档开关逻辑(带有换档开关的逻辑)构建 作为逻辑元素,对它们执行模算术运算 (非二进制)状态信号。具有换档开关的独特功能 逻辑上,我们的并行乘法器方案已显示出速度优势 以及区域紧凑性。这是通过使用 阶段减少的部分产品减少网络,有效的信号 互连和简化的最终进位超前加法器。比较的 对于著名的设计,我们的方法具有更高的规律性和 电路结构简单,具有递归性 转换开关网络,将部分产品的主要部分本地化 减少和故意利用不均匀的到达信号 最小化乘法器的延迟

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