Hyper-threaded multiplier for HECC

Gabriel Gallin, A. Tisserand
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引用次数: 7

Abstract

Modular multiplication is the most costly and common operation in hyper-elliptic curve cryptography. Over prime fields, it uses dependent partial products and reduction steps. These dependencies make FPGA implementations with fully pipelined DSP blocks difficult to optimize. We propose a new multiplier architecture with hyper-threaded capabilities. Several independent multiplications are handled in parallel for efficiently filling the pipeline and overlapping internal latencies by independent computations. It increases the silicon efficiency and leads to a better area / computation time trade-off than current state of the art. We use this hyper-threaded multiplier into small accelerators for hyper-elliptic curve cryptography in embedded systems.
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用于HECC的超线程倍增器
模乘法运算是超椭圆曲线密码系统中最昂贵、最常见的运算。在素数域上,它使用相依的偏积和约简步骤。这些依赖关系使得具有完全流水线的DSP块的FPGA实现难以优化。我们提出了一个具有超线程功能的新乘数架构。多个独立的乘法并行处理,以有效地填充管道,并通过独立计算重叠内部延迟。它提高了硅效率,并带来了比当前技术状态更好的面积/计算时间权衡。我们将这种超线程乘法器用于嵌入式系统中超椭圆曲线加密的小型加速器。
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