- 更多网络例句与余乘法相关的网络例句 [注：此内容来源于网络，仅供参考]
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Weak quasi-bialgebra (quasi-Ilopf algebra) is an associative algebra with unit 1 a non-unital algebra map i.
弱拟双代数是一个具有单位1的结合代数，具有余乘法与余单位。
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Weak bialgebras and Hopf algebras are generalizations of ordinary bial-gebras and Hopf algebras in the following sense: the defining axioms are the same, but the multiplicativity of the counit and comultiplicativity of the unit, are replaced by weaker axioms.
中文摘要：弱双代数和弱Hopf代数是通常的双代数和Hopf代数的推广：定义的公理不变，但是余单位的乘法和单位的余乘法变得更弱一些了。本文主要将上环理论及其Galois理论运用于弱Hopf代数，得到弱Hopf代数的相应结果。
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A Green's relation of the a dditive redect of an idempotentsemiring S is a congruence of the semiring S, but Green's relation of the multiplicative redect of S need not be.
幂等元半环S的加法半群上的Green关系是半环S的同余，然而S的乘法半群上的Green关系未必是S上的同余。
- 更多网络解释与余乘法相关的网络解释 [注：此内容来源于网络，仅供参考]
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coalgebra：余代数
余乘法|comultiplication | 余代数|coalgebra | 余代数同态|coalgebra homomorphism
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comultiplication：余乘法
计算技术 computing technique | 余乘法 comultiplication | 并列;毗连 concatenation
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multiplicative congruence method：乘同余法
乘法表 multiplication table | 乘同余法 multiplicative congruence method | 积性函数;乘性函数 multiplicative function
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coprime numbers：互质数
互质 coprime | 互质数 coprime numbers | 余乘法 coproduct
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multiplication cross：叉乘
乘法同余法 multiplication congruent method | 叉乘 multiplication cross | 乘法周期时间 multiplication cycle time
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least dominating set：小控制集
同余格上的同余关系:Congruence relations on congruence lattice | 小控制集:least dominating set | 最小二乘法:Least squares
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multiplicative congruential method：乘同余法
multiplicative cipher 乘法密码 | multiplicative congruential method 乘同余法 | multiplicative error term 倍增误差项
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congruent integers：同余整数
congruent forms || 左右相反形 | congruent integers || 同余整数 | congruent matrix multiplication || 相合矩阵乘法