1)idempotence['aid?m,p?ut?ns]幂等性
1.Maps on spaces of symmetric matrices preserving idempotence;对称矩阵空间上保幂等性的映射(英文)
2.The potential idempotence of nonnegative sign pattern matrix is describled. 刻划了非负符号模式矩阵的强迫(蕴含)幂等性。
英文短句/例句
1.Some results on idempotency and tripotency of linear combinations of matrices矩阵线性组合幂等性及立方幂等性的一些结论
2.Tripotency of Linear Combinations of Tripotent Matrices三次幂等矩阵的线性组合的三次幂等性
3.2~n Idempotency of the Hermitian part of a complex matrix复矩阵Hermitian部分的2~n次幂等性
4.On Characteristics of(m,l)Rank-idempotent Matrix and(m,l)Idempotent Matrix(m,/)秩幂等矩阵和(m,/)幂等矩阵的特性研究
5.Some Conditions of Nonsingularity of Linear Combinations of Idempotent Matrices;幂等矩阵线性组合可逆性的若干条件
6.Linear Operators Preserving Idempotent on 2×2 Matrix Spaces;2×2矩阵空间上保幂等的线性算子
7.The Properties of Generalized Schur Complement for Partitioned Idempotent Matrix分块幂等矩阵广义Schur补的性质
8.Study on the Properties of Generalized Nonlinear Equal-Power and Unequal-Power Higher-Power Squeezing in a New Kind of Multimode Superposition State Light Field with Macroscopically Distinct Three Quantum States;新型三态叠加多模叠加态光场的广义非线性等幂次与不等幂次高次压缩特性研究
9.Study on the Properties of Both Generalized Nonlinear Equal-power and Unequal-power Higher-power Squeezing in the Two Kinds of Multimode Superposition State Light Field with Macroscopically Distinct Two Quantum States;两种两态叠加多模叠加态光场的广义非线性等幂次与不等幂次高次压缩特性研究
10.Properties of Equal-power Higher-power Squeezing for Multi-state Superposition Multi-mode Superposition Light Field;多态叠加多模叠加光场等幂高次压缩特性研究
11.The Existence of Two Strictly Disjoint Pure Idempotent Latin Squares;两个严格不相交的纯幂等拉丁方存在性之研究
12.Linear Combinations, Path Connectivity of Idempotents and Drazin Inverse in B(H);幂等算子的线性组合，路径连接及算子的Drazin逆
13.On the Monotony of Functions Generated by the Power-mean Inequality;关于一般幂平均不等式的构成函数的单调性
14.An algebraic quantity that when raised to a certain power equals zero.幂零一个代数值，其若干次幂等于零
15.Research on Inequlities of Unitarily Invariant Norms of Operators and Idempotency of Linear Combination of Idempotents;关于酉范数不等式与幂等算子线性组合相关问题研究
16.Quasimonotone Function for Constructing Inequality and Problems of Linear Inequalities Involving Power Means建立不等式的拟单调函数方法与涉及幂平均的线性不等式问题
17.the second, third, fourth, etc power of x x的二次、 三次、 四次等幂
18.equal to zero when raised to a certain power.其若干次幂等于零的。
相关短句/例句
idempotent property幂等性质
3)cubic idempotent立方幂等性
4)periodicity of the sum of equal powers等幂和的周期性
5)Properties of Idempotent Matrix幂等矩阵的性质
6)idempotent[英][ai'demp?t?nt][美][a?'d?mp?t?nt]幂等
1.Idempotency of linear combinations of three idempotent matrices;3个幂等矩阵线性组合的幂等性
2.In this paper,author makes a study on the characteristics of idempotent ma- trix and involution matrix,and computes the number of idempotent matrices and involu- tion matrices over finite field.本文研究了幂等阵和对合阵的特性,并计算出有限域上幂等阵和对合阵的个数。
3.If Ф preserves commutative zero-products and Ф(FP)■FФ(P) and Ф(P)≠0 for every rank one idempotent operator P∈A,Then it has one of the following forms:an algebraic isomorphism,a conjugate algebraic isomor-phism,an algebraic anti-isomorphism and a conjugate algebraic anti-isomorphism.若Ф保交换零积并且对所有的一秩幂等算子P∈A都有Ф(FP)FФ(P)和成立。
延伸阅读
幂等元的半群幂等元的半群idempotents, semi -group of 式．幂等元的半群【i山和四把血，胭山.gr0llPof;“朋MnoTe“-功。no刀yll.担na」，幂等元半群(idemPotent semi-gr。叩) 每个元素皆为幂等元(记enlPo忆nt)的半群.幂等元半群亦称为带(恤nd)(这与半群的带(比11dof~一grouP)的概念相容:幂等元半群是单元素半群的带).交换的幂等元半群称为半格(~一扭仗元c);这术语与它在偏序集理论中的应用相容:若对交换幂等元半群S考虑其自然偏序，则元素a，b任S的最大下界正是ab.半格是二元半格的次直积.若半群S满足恒等式尤y=x，xy=y中的一个，则称S为奇异的(sin孚har);在第一种情形，S是左奇异的(left-sin酗ar)，或左零半群(~一gro叩of left Zero‘)，第二种情形是右奇异的(石乡止.singr血r)或右零半群(s咖一gro叩of rigllt zeros).一个半群称为矩形(既-扭ng口ar)半群，若它满足恒等式义yx二戈(该术语有时在稍广的意义下使用，见【11).对半群S，下列条件是等价的:1)5是矩形半群;2)5是理想单的幂等元半群(见单半群(s加P1e~·gro叩));3)S是幂等元完全单半群(c omplete】y一sirnples洲一grouP);及4)S同构于直积L xR，其中L是左奇异半群而R是右奇异半群.每个幂等元半群是C五成阔半群(Oifford sen卫·gro叩)且分裂成矩形半群的一个半格(亦见半群的带(比nd ofs洲·groups)).这个分裂是幂等元半群的许多性质研究的起点.幂等元半群是局部有限的 幂等元半群已从各种观点得到研究，包括簇论的观点.令所有幂等元半群的簇为见，在【4]一16]中完全地描述了黔的所有子簇的格;它是可数的，分配的，且簇见的每个子簇由一个恒等式确定.这个格可图解如下: II 二，:二J，，:角二，:.二:，， _1 FJ.工V今飞冲匕母丁yr‘yl 艺卜，’=Z，’F仁之子洲叼2盛.丢二月工yZ二yXZ 华‘\\工岁夕zIt， J二y图中对黔中较低层的一些簇给出了与其相应的恒等
