同性质

基本解释 (translations)

congeniality

与同性质相关的网络例句 [注：此内容来源于网络，仅供参考]

"Work" means the literary and/or artistic work offered under the terms of this License including without limitation any production in the literary, scientific and artistic domain, whatever may be the mode or form of its expression including digital form, such as a book, pamphlet and other writing; a lecture, address, sermon or other work of the same nature; a dramatic or dramatico-musical work; a choreographic work or entertainment in dumb show; a musical composition with or without words; a cinematographic work to which are assimilated works expressed by a process analogous to cinematography; a work of drawing, painting, architecture, sculpture, engraving or lithography; a photographic work to which are assimilated works expressed by a process analogous to photography; a work of applied art; an illustration, map, plan, sketch or three-dimensional work relative to geography, topography, architecture or science; a performance; a broadcast; a phonogram; a compilation of data to the extent it is protected as a copyrightable work; or a work performed by a variety or circus performer to the extent it is not otherwise considered a literary or artistic work.

本著作」指依据本授权条款提供的文学及艺术创作，包含但不限於以任何方式或形式表达之文学、科学及艺术范围之制作物，例如：书籍、小手册及其他撰著；演讲、演说、布道及其他类似同性质之著作；戏剧著作或歌剧著作；舞蹈著作或默剧；含歌词或不含歌词之音乐作曲；电影著作及其他藉由与电影摄影技术类似之程序表达之同类著作；素描、绘画、建筑、雕塑、雕刻或版画之著作；摄影著作及其他藉由与摄影技术类似之程序表达之同类著作；应用艺术著作；插图、地图、设计图、素描及地理、地形、建筑或科学相关立体著作；表演；广播；录音物；和可受著作权保护的资料编辑；或不属於文学或艺术创作的各式表演人或马戏团表演人所表演的创作。

H. "Work" means the literary and/or artistic work offered under the terms of this License including without limitation any production in the literary, scientific and artistic domain, whatever may be the mode or form of its expression including digital form, such as a book, pamphlet and other writing; a lecture, address, sermon or other work of the same nature; a dramatic or dramatico-musical work; a choreographic work or entertainment in dumb show; a musical composition with or without words; a cinematographic work to which are assimilated works expressed by a process analogous to cinematography; a work of drawing, painting, architecture, sculpture, engraving or lithography; a photographic work to which are assimilated works expressed by a process analogous to photography; a work of applied art; an illustration, map, plan, sketch or three-dimensional work relative to geography, topography, architecture or science; a performance; a broadcast; a phonogram; a compilation of data to the extent it is protected as a copyrightable work; or a work performed by a variety or circus performer to the extent it is not otherwise considered a literary or artistic work.

h。 「本著作」指本授权条款下提供的文学及艺术著作，包含但不限於以任何方式或形式表达之文学、科学及艺术范围之制作物，例如：书籍、小手册及其他撰著；演讲、演说、布道及其他类似同性质之著作；戏剧著作或歌剧著作；舞蹈著作或默剧；含歌词或不含歌词之音乐作曲；电影著作及其他藉由与电影摄影技术类似之程序表达之同类著作；素描、绘画、建筑、雕塑、雕刻或版画之著作；摄影著作及其他藉由与摄影技术类似之程序表达之同类著作；应用艺术著作；插图、地图、设计图、素描及地理、地形、建筑或科学相关立体著作；表演；广播；录音物；和可受著作权保护的著作同样受保护的资料编辑物；或种种表演人或马戏团表演人表演的不被视为文学或艺术著作的著作。

Through constructing a counterexample it is showed that there is a non distributive complete lattice in which a component of some element with finite width is not finite wide....

通过构造反例证明了在非分配的完备格中，有限宽元素的成分不必是有限宽的；还证明了完备格间的同构映射能保持颗粒表示性质和颗粒性质，通过反例证明了同构映射的条件不能减弱，从而解决了以上两上问题。

In this chapter, firstly, the definition of rough semigroups is given afresh. Then based on rough groups, rough subgroups, rough cosets, rough invariant subgroups, some properties of rough subgroups and rough invariant subgroups and the concept of rough quotient groups are introduced. Finally, based on some concepts of homomorphism and isomorphism of rough groups, basic homomorphism theorem and isomorphism theorem of rough groups are put forward and proved.

在这一章中，首先重新给出了粗糙半群的定义，其次在粗糙群、粗糙子群、粗糙陪集、粗糙不变子群的基础上，给出了粗糙子群的若干性质、粗糙不变子群的三个重要性质和粗糙商群的定义，最后在粗糙群同态与同构的基础上，给出了粗糙群同态基本定理与同构定理。

In this chapter, firstly, the definition of rough rings and its properties are given. Then the definition and properties of rough subrings, rough ideals and rough quotient rings are put forward and proved. Finally, homomorphism and isomorphism of rough rings is studied.

在这一章中，首先给出了粗糙环的定义及其性质，其次给出了粗糙子环、粗糙理想、粗糙商环的定义及其性质，最后研究了粗糙环的同态与同构。

As applications, we prove the following results: If / has pointwise pseudo-orbit tracing property, for any k ∈ Z+, and fk is chain transitive, then for any k ∈ Z+, fk has open set transitive ; If f has pointwise pseudo-orbit tracing property, and for any n ∈ Z+,fn is chain transitive, then f has sensitive dependence on initial conditions; If f is open set mixing and has pointwise pseudo-orbit tracing property, then f has property P; Let f :→ be a homeomophism, then f is pointwise pseudo-orbit tracing property if and only if the shift map σf is pointwise pseudo-orbit tracing property.

作为应用，证明如下结论：若f具有逐点伪轨跟踪性质，且对任意k∈Z+，fk为链转换的，那么对任意k∈Z+，fk为开集转换；若f具有逐点伪轨跟踪性质，且对任意n∈Z+，fn为链转换的，则f具有初始敏感依赖性质；若f为开集混合的，且具有逐点伪轨跟踪性质，那么f具有性质P；设f：→是同胚映射，那么f具有逐点伪轨跟踪性质当且仅当移位映射σf具有逐点伪轨跟踪性质。

Congenial: They are empathic to people's problems and needs and can quickly recognize both ends of an argument.

同性质的：他们神入到人们的问题和需要上，并能很快的认识到一个解决的结论。

For a single structure, use concrete from same placing site, made of sands and gravels of the same specification and nature.

同一结构部位尽量采用同一料场的同规格、同性质的砂子或碎石。

A family containing 135 individual, colorless compounds known as congeners with varying harmful health and environmental effects.

中文解释=包含135种无色、同性质、对人类健康和环境非常有害的同族化合物。

By using properties of scalar matrices over semirings,we generalize algebraic properties for the automorphisms of matrix algebras over commutative rings and obtain some algebraic properties for the automorphisms of matrix algebras over commutative semirings.

在这一章中，我们首先利用半环上常量矩阵的性质把环上矩阵代数的性质拓广到半环上，获得了交换半环上矩阵代数自同构的一些代数性质，接下来采用积和式的方法证明任意非负交换半环上n阶矩阵代数Tn的自同构的n次幂必为内自同构。

与同性质相关的网络解释 [注：此内容来源于网络，仅供参考]

congenial：同性质的

congenetic 同源的 | congenial 同性质的 | congeniality 同精神

congeniality：同精神

congenial 同性质的 | congeniality 同精神 | congenially 意气相投地

congeniality：同性质

congeneric 同族的 | congeniality 同性质 | congeries 聚集

congeniality：同性质/同精神/适意

congeneric /同属的/同种的/同类的/ | congeniality /同性质/同精神/适意/ | congenially /心性相投地/

congeniality：同精神, 适意, 同性质

congenial | 性格相似的, 适意的 | congeniality | 同精神, 适意, 同性质 | congenially | 意气相投地

connatural：同性质的

concolorous 同色的 | connatural 同性質的 | contemporary 同時代的

connatural：先天的/固有的/同性质的

connate | 天生的, 先天的, 同族的 | connatural | 先天的, 固有的, 同性质的 | conncil house | 会场,会堂

homogenous：同种类的,同性质的

alternative两者选一的,供选责的,供替代的 | homogenous 同种类的,同性质的 | instantaneous 瞬时的,即刻的

isomer：同分异构体

(44)同分异构体(Isomer)化合物有相同的分子式,但有不同的结构和性质的现象称为同分异构. 能发生同分异构现象的化合物叫做同分异构体,简称异构体. (45)相对分子质量(Relative molecular mass) 简称分子量,

congeneric：同属的/同种的/同类的

congener /同种的物/同类的人/同种的/同类的/ | congeneric /同属的/同种的/同类的/ | congeniality /同性质/同精神/适意/