1) bounded multiplicative semigroup
有界乘法半群
2) multiplicative semigroup
乘法半群
1.
By a system of linear equations on multiplicative semigroup,we present a general mathematical method to solve the inverse lattice problems in physics.
用乘法半群上的线性方程组来求解晶体原子间对势反演的逆问题。
2.
In this paper, it is proved that if n≥2 and R is an effective semiring or a semiring in which all idempotents are central elements, then Φ:Tn(R)→Tn(R) is a multiplicative semigroup automorphism if and only if there exist a invertible G∈Tn(R) and a semiring automorphism τ of R such that Φ(A)=G-1τ(A)G for all A=(aij)n×n inTn(R).
证明了当R是一个幂等元都是中心元的半环时,映射Φ:Tn(R)→Tn(R)是乘法半群自同构当且仅当存在Tn(R)中的可逆矩阵G和R中的半环自同构τ使得A=(aij)n×n∈Tn(R),均有Φ(A)=G-1τ(A)G。
3) finite multiplicative group
有限乘法群
4) exponentially bounded C-semigroups
指数有界C半群
1.
Making use of general Pettis integral,operator-valued mathematical expectation and continuous modified modulus,this paper has deduced the probabilistic approximation and convergent rates about exponentially bounded C-semigroups, which has improved existing results.
借助广义Pettis积分、算子值数学期望、连续修正模等概念,得到了指数有界C半群的概率型逼近式及收敛速度的估计式,改进了已有的结果。
5) exponentially bounded C-semigroup
指数有界C-半群
1.
Characterization of exponentially bounded C-semigroups by infinitesimal generators;
无穷小生成元对指数有界C-半群的刻划
6) Bounded factorization momoid
有界分解幺半群
补充资料：乘法半群
乘法半群
multiplicative semi - group
乘法半群【md均声Cative胭川~g川叩;My脸，11~皿即no理厂pynoal 结合环(assoc通石Ven吧)的乘法半群，即该环的所有元素矣宇乘法形成的半群(~一gro叩).非结合环关于乘法仅形成广群(grouPoid)，称为环的乘法广群(multiPlicati说grouPoid). O.A.地aH图a撰郭元春译牛凤文校
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参考词条