commutative law
- commutative law的基本解释
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[计] 交换律
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His "aha insight" was a realization that a arithmetic system did not have to obey the commutative law .
他的"啊哈,灵机一动"将算术领域不用遵循互换律的设想成为了现实。
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Such a commutative law can be enlarged by induction to any two natural numbers: a+b=b+a.
这种交换性可以由归纳法原理推广到任何两个自然数的加法:a+b=b+a。
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Put forward a commutative law in the weak fuzzy implication algebra;The properties of weak FI-algebra and FI-algebra are studied.
引入可交换弱FI代数的概念,讨论了弱FI代数和FI代数的几个性质;进一步得到了交换弱FI代数和交换FI代数的一些结果。
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We then can verify the associative law and the commutative law for multiplication, and the uniqueness of the result of addition indicates the uniqueness and the cancellation law for multiplication.
我们容易验证乘法满足结合律和交换律,并且由加法结果的唯一性得出乘法结果的唯一性和乘法消去律。
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If there is a negative number in an addition, we still require commutative law,and then+a=a+=0 a=-.
当加法有负数参加时我们仍然规定必须满足交换律,于是+a=a+=0 a=-。
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commutative law:交换律
4.加法(addition)交换律(commutative law)和结合律(associative law)在有理数加法运算中依然成立. 有理数乘法(multiplication)法则:乘方:几个相同的因数相乘的运算叫做乘方(power),乘方的结果叫做幂. (power)如果有n个a相乘,可以写为an,
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commutative law:可[交]换律
可[交]换群Abel(阿贝尔)群 commutative group | 可[交]换律 commutative law | 加法;(乘法)可[交]换律 commutative law of addition (multiplication)
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commutative law:可換法則,交換則
commutative 交換可能,可換 | commutative law 可換法則,交換則 | commutative rejection 可换关系
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commutative law:可換法則
commutative 交換可能,可換 | commutative law 可換法則 | commutativity condition 可換条件
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Kommutativgesetz commutative law:交换律
kommutativ commutative 可换的 | Kommutativgesetz commutative law 交换律 | Kommutator commutator 换位子
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