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Derivation of Reduced Test Vectors for Bit-Parallel Multipliers over GF(2^m)

机译:GF(2 ^ m)上位并行乘法器的简化测试向量的推导

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This paper presents an algebraic testing method for detecting stuck-at faults in the polynomial basis (PB) bit parallel (BP) multiplier circuits over GF(2m). The proposed technique derives the test vectors from the expressions of the inner product (IP) variables without any requirement of ATPG tool. This low complexity testing method requires (2m+1) test vectors for detect-ing single stuck-at faults in the AND part and multiple stuck-at faults in EXOR part of the multiplier circuits. The test vectors are independent of multiplier''''s structure proposed in [11] but dependant on m. For the multiplier circuits, the test set is found to be smaller in size than the ATPG-generated test set. The test set provides 100% single stuck-at fault coverage.
机译:本文提出了一种代数测试方法,用于检测GF(2m)上的多项式(PB)位并行(BP)乘法器电路中的卡死故障。所提出的技术从内积(IP)变量的表达式中得出测试向量,而无需使用ATPG工具。这种低复杂度的测试方法需要(2m + 1)个测试向量,以检测乘法器电路中AND部分中的单个固定故障以及EXOR部分中的多个固定故障。测试向量与[11]中提出的乘法器结构无关,但取决于m。对于乘法器电路,发现测试集的大小小于ATPG生成的测试集的大小。测试仪可提供100%的单次卡死故障覆盖率。

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