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Updated SM2 MFMM (2) (markdown)
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@ -8,7 +8,7 @@ $$P = 2^{256}-(2^{32} \ast 2^{192} + 0 \ast 2^{128} + (2^{32} - 1) \ast 2^{64} +
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## 平方的模约减优化
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## 平方的模约减优化
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### 方案一
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### 方案一:(移位、加法、减法)
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假设:
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假设:
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$T=t_7 \ast 2^{448} + t_6 \ast 2^{384} + t_5 \ast 2^{320} + t_4 \ast 2^{256} + t_3 \ast 2^{192} + t_2 \ast 2^{128} + t_1 \ast 2^{64} + t_0 $
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$T=t_7 \ast 2^{448} + t_6 \ast 2^{384} + t_5 \ast 2^{320} + t_4 \ast 2^{256} + t_3 \ast 2^{192} + t_2 \ast 2^{128} + t_1 \ast 2^{64} + t_0 $
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则共四次约减,第一次约减为:
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则共四次约减,第一次约减为:
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