1)semilattice半格
1.Artin semilattice and Noether semilattice;Artin半格与Noether半格
2.Semilattices of Fuzzy Groups;Fuzzy群的半格(英文)
英文短句/例句
1.The E~*-unitarity for λ-semidirect Productsof Semilatties and Primitive Inverse Semigroups;半格与本原逆半群的λ-半直积的E~*-酉性
2.Amenably ∨-semilattice-ordered generalized inverse semigroupAmenable上半格序广义逆群
3.Bi-filters, Bi-ideal subsets and semilattice deco mpositions of semigroups双滤子、双理想子集与半群的半格分解
4.(?)-Condensing Operators on Semilattices, Join-Complete Lattices and Some Inverse Semigroups半格，并完全格和某些逆半群上的（？）-凝聚算子
5.GRAPH REPRESENTATIONS OF A FREE CLIFFORD MONOID AND A FREE SEMILATTICE WITH IDENTITY自由Clifford幺半群和含恒等元的自由半格的图表示
6.Solid Regular Bands, Strong Semilattices of Completely Simple Semigroups and Their Inverse Semigroups of Bicongruences;硬正则带和完全单半群的强半格及它们的双同余逆半群
7.Conclusion Some known results about bi-semilattice becoming distributive lattice are expanded.结论推广了双半格成为分配格的一些结果。
8.The Lattice of Weakly Inverse Subsemigroups of a Weakly Inverse Semigroup and the Lattice of Full Subsemigroups of a Regular Semigroup;关于弱逆半群的弱逆子半群格及正则半群的全子半群格
9.fibonacci semiconductor superlattice菲博纳奇半导体超晶格
10.One student in two passed the exam.半数学生考试及格。
11.a serio-comic remark, style, play半严肃半滑稽的言语、 风格、 话剧.
12.Two Classesof π-Regular Semigroups with particular Lattices of Subsemigroups具特殊子半群格的两类π-正则半群
13.Local Spectral Radius of Semi-group on Banach Lattices;Banach格上半群的局部谱半径
14.The Fine-coare Partial Order of Proximity Structures on a Given Psendocomplemented Lattice;伪补格上半Proximity结构的精粗半序
15.On Some Questions of Semicontinuous Lattices and Strongly Continuous Lattices;半连续格和强连续格若干问题的研究
16.The Research on the Kinetic Energy Spectrum of Semi-lmplicit Semi-Lagrangian Dynamical Core;半隐式半拉格朗日动力框架的动能谱研究
17.Finite Element Analysis of Geocell Dealing with Half-Filled and Half-Dug Road;土工格室处治半填半挖路基的有限元分析
18.Analysis of petroleum price changing in the first half year and forecast of the second half year上半年石油价格变化分析及下半年预测
相关短句/例句
semi-lattice半格
1.Finally,the concept of commutative free product was given,and the relationship between semi-lattice free product and commutative free product was examined.还建立了交换自由积的概念,并考察了半格自由积与交换自由积的关系。
2.Then,it gives the relation of semi-lattice commute free product as the free product of regular tape.证明正则带类中自由积与张量积的存在性,并证明正则带的自由积的张量积可表为张量积的自由积,给出了半格交换自由积作为正则带的自由积之间的关系。
3)semilattices半格
1.This paper investigates the multiplicative band semirings whose additive reduct are semilattices,by using the Green-D relation and gets the results of multiplicative band semirings,It proves that the D+-calsses of multiplicative band semirings are bi-rectangular bands.研究了半格簇中的乘法带半环;利用Green-D关系,给出了乘法带半环的若干性质,证明了乘法带半环的D+-类一定是双矩形带,进一步得到了乘法带半环簇。
2.We study the semirings whose additive reduct are semilattices and multiplicative reduct are rectangular groups.研究了加法半群为半格、乘法半群为矩形群的半环。
4)Lattice[英]['l?t?s][美]['l?t?s]半格
1.In this paper we disscuss Hall semi-group WS of strong semilattice of rectangular band of one class semilattice.本文讨论一类半格的矩形带的强半格的Hall半群WS,得出WS的元素形式和乘法公式。
5)Semi-lattice/Clifford-semigroups半格/Clifford-半群
6)semilattices of semigroups半群的半格
延伸阅读
半格半格semi-lattice 半格[，知i一h比ce:n0Jlype山e似] 一个可换幂等半群(s日的l一goup)，也就是满足等式x十y=y十x和x+x=x的半群.每一个半格p=(p，十)可以视为一个偏序集(part血lly orderedset)(偏序簇由关系a成b当且仅当a十b=b定义)，其中任一元素对存在一个最小上界s叩{a，b}=a+b.反之，每一元素对有最小上界的偏序集关于运算“+b二suP{“，b}构成一个半格·在这种情况下，称偏序集为上半格(叩per~一lattice)(或并半格(joins咧一议tice)，或V半格(V一~一城tice)).一个下半格(fowers。旧l一httice)也称交半格(me时sernl一械tice)，或八半格(八~sen”.坛币ce)，对偶地定义为任意两个元素有最大下界的偏序集. T C.小呻a榔a撰【补注】带(饮md)是每个元素为幂等的半群(亦见半群的带(加耐ofs蒯一grouP))(它是把半群分解为形成带的子半群).于是由一个上(下)半格可定义一个交换带(conunutativeb姐ld)，反之亦真.
