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Boolean Difference Technique for Detecting All Missing Gate and Stuck-at Faults in Reversible Circuits*

机译:布尔差分技术,用于检测可逆电路中的所有缺失门和滞留故障*

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摘要

Quantum reversible circuit is a new emerging technology attracting the researchers. A reversible circuit is composed of reversible gates. One example of reversible gate is Toffoli gate. A Toffoli gate (also known as k-CNOT) has two components - the control and the target. Initially, stuck-at fault and other fault models were used for modeling defects in quantum reversible circuits. Later, a new fault model known as missing gate fault model was introduced, which is more effective in capturing the errors in quantum reversible circuit. Boolean Difference is already a known technique to detect stuck-at faults in conventional CMOS circuit. In this paper, Boolean Difference method is applied to derive the test set for detecting each stuck-at fault and missing gate fault in a reversible circuit. Then an optimization algorithm is used to derive an optimal test set, which will detect all possible faults in a circuit. The method is valid also for other fault models.
机译:量子可逆电路是一种吸引研究人员的新兴技术。可逆电路由可逆门组成。可逆门的一个例子是托菲利门。 Toffoli门(也称为k-CNOT)具有两个组件-控件和目标。最初,粘滞故障模型和其他故障模型用于对量子可逆电路中的缺陷进行建模。后来,引入了一种新的故障模型,称为失踪门故障模型,该模型在捕获量子可逆电路中的误差时更为有效。布尔差已经是一种检测传统CMOS电路中卡住故障的已知技术。在本文中,布尔差值法被用于导出测试集,以检测可逆电路中的每个卡死故障和门丢失故障。然后,使用优化算法得出最佳测试集,该测试集将检测电路中所有可能的故障。该方法对其他故障模型也有效。

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