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1)  bits multiplication
位乘法
2)  multiplication shift
乘法移位
3)  multiplicative identity
乘法单位
4)  long-number multiplication
多位数乘法
1.
The thesis presents how to program long-number multiplication in Fortran language by common computers.
通过数学构思 ,用FORTRAN语言给出了对多位数乘法的算法。
5)  4 bit multiplier
四位乘法器
6)  Multiplicative group of units
乘法单位群
1.
In this paper, we factor one subgroup of the multiplicative group of units in the quotient ring (Z/(p~n)) as direct product of cyclic groups, where Z is the algebraic integer ring of the algebraic number field Q(3-2) and p is a given odd prime number.
把商环Z[3-2]/(pn)的乘法单位群分解为群的直积。
2.
In this paper it is shown that the multiplicative group of units in the quotient ring Z[32]/(2~n) can be used to obtain a three dimensional signal space of 2~(3n-1) points and to design one error correcting codes, where Z[32] is the algebraic integer ring of the algebraic number field Q(32).
把商环Z[32]/(2n)的乘法单位群分解为群的直积。
补充资料:被移位垒包

因受到碰触及撞击而离开正常位置的垒包。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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