most significant bit
- most significant bit的基本解释
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最高(有效)位
- 更多网络例句与most significant bit相关的网络例句 [注:此内容来源于网络,仅供参考]
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In this paper we will use the concept of "mutual opposite form" to simultaneously recode two scalars stating at most significant bit to least significant bit, i.e. left-to-right recoding. We propose a new representation with low joint Hamming weight to reduce the number of elliptic curve point additions to achieve decreasing the operation cost.
本文将透过符号交替表示式,针对两纯量从最高有效位元(most significant bit, MSB)编码至最低有效位元(least significant bit, LSB)以同步的方式重新编码,新的表示式具有低结合汉明权重特性,可以减少椭圆曲线点加法运算次数,达到降低运算成本的目的。
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Where HIGH-BIT is a bit mask with only the most-significant bit set.
这里的 HIGH-BIT 是一个只有最大有效位元设定的位元遮罩。
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However, a byte considered as an integer between 0 and 255 does have a most- and least- significant bit, and since we write numbers with the most- significant digit on the left, we also write bytes with the most- significant bit on the left.
但是,当一个字节被看作是一个0到255之间的整数时,就会有一些最重要的或是最不重要的位。通常我们会将一个字节中最重要的位写在左边,将几个字节中,最重要的字节写在左边。
- 更多网络解释与most significant bit相关的网络解释 [注:此内容来源于网络,仅供参考]
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most significant bit:最高(有效)位
uint64, sint32, sint64, fixed32, fixed64, bool, string, bytes等,另外支持枚举、嵌套/引用的消息类型等高位为0的字节去掉以后,用来存储整数的每一个字节,其最高有效位(most significant bit)用作标识位,0表示这是整数的最后一个字节,
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most significant bit:最高位
最高位(most significant bit) 用来指示整个其他31位是否已全部用完最高位(most significant bit) 用来指示整个其他31位是否已全部用完,觉得这个没必要.
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most significant bit:最高效位
most derived class 最末层衍生类别 | most significant bit 最高效位 | most Significant Byte 最大显著性字节