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Consideration of Efficient Pairing Applying Two Construction Methods of Extension Fields

机译:考虑延长田施工三种施工方法的高效配对

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In recent years, many innovative cryptography protocols based on the pairing. Finding out an efficient extension field construction is one of the prerequisites for a practical pairing implementation. The author tries to find an elegant extension field construction which will result in efficient pairing over Barreto-Naehrig (BN) curve. In this paper, two construction methods are considered for extension field of degree 12, and one of them results in an efficient exponentiation and the other enables to compute faster Miller loop than the former one. Therefore, a method which uses a basis conversion matrix between the two extension field is proposed. In comparison to the performance of Aranha et al.'s towering, the proposed implementation results in the efficient exponentiation in a multiplicative group, although pairing cost is slightly increased.
机译:近年来,许多基于配对的创新加密协议。找出高效的扩展现场施工是实际配对实现的先决条件之一。作者试图找到优雅的延伸田间施工,这将在BarroO-Naehrig(BN)曲线上有效配对。在本文中,考虑了两种施工方法,用于12度的延伸场,其中一个导致有效的指数,另一个能够计算比前一个更快的米勒循环。因此,提出了一种在两个扩展字段之间使用基础转换矩阵的方法。与Aranha等人的表现相比,建议的实施结果导致乘法组中的有效指数,尽管配对成本略有增加。

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