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A new approach to constructing optimal parallel prefix circuits with small depth

机译:一种构造深度较小的最优并行前缀电路的新方法

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Parallel prefix circuits are parallel algorithms performing the prefix operation for the combinational circuit model. The size of a prefix circuit is the number of operation nodes in the circuit, and the depth is the maximum level of operation nodes. A circuit with n inputs is depth-size optimal if its depth plus size equals 2n—2. Smaller depth implies faster computation, while smaller size implies less power consumption, smaller VLSI area, and less cost. A circuit should have a small fan-out and small depth for it to be of practical use. In this paper, we present a new approach to easing the design of parallel prefix circuits, and construct a depth-size optimal parallel prefix circuit, named WE4, with fan-out 4. In many cases of n, WE4 has the smallest depth among all known depth-size optimal prefix circuits with bounded fan-out.
机译:并行前缀电路是对组合电路模型执行前缀操作的并行算法。前缀电路的大小是电路中操作节点的数量,深度是操作节点的最大级别。如果输入的n个电路的深度加大小等于2n-2,则该电路的深度大小最佳。较小的深度表示较快的计算,而较小的尺寸表示较小的功耗,较小的VLSI面积和较小的成本。电路应具有较小的扇形展开和较小的深度,以使其实用。在本文中,我们提出了一种简化并行前缀电路设计的新方法,并构造了扇出为4的深度尺寸最佳并行前缀电路WE4。在n的许多情况下,WE4的深度最小。具有有限扇出的所有已知深度尺寸最佳前缀电路。

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