子格

By virtue of method of continuum approximate limit, we obtained the solitons of the vibration of lattice in one-dimensional harmonic and inharmonic chains of polarized molecule, under the conditions considering and inconsidering the interaction of exciton with phonon, through solving moving equations of exciton and phonon.

运用连续极限近似方法，通过求解声子和激子的运动方程，得到了在不考虑激子与声子的相互作用和考虑激子与声子相互作用两种情况下的极性分子简谐链和非简谐链中晶格振动的孤子解，并得出了激子与声子的相互作用的非线性效应类似于晶格三次势的非线性效应，以及相同的非线性效应不论是同时作用还是单独作用都具有相同的非线性效应的结论。

We prove every linear and local centralizer on J -subspace lattice algebras is a centralizer.

第三章研究J -子空间格代数的局部中心化子，证明J -子空间格代数的线性局部中心化子是中心化子。

We firstly discuss minimal sets characterizations of closed-set lattice , then systematically study the categorical properties of categories CL and PairCL by the means of the join-semilattices closed-set-latticefies, and the constructions of monomorphism, epimor-phism, extremal monomorphism, extremal epimorphism, section, retraction, subob-ject, quotient object, product, co-product, equalizer, coequalizer, inverse limits and direct limits in the categories CL and PairCL are given.

首先讨论了闭集格的极小集刻划，然后通过并半格的闭集格化这种方法，较为系统地研究了范畴CL及范畴PairCL的性质，给出了范畴CL和范畴PairCL的单态射、满态射、极端单态射、极端满态射、截节、收缩、子对象、商对象、极端子对象、极端商对象等特殊态射和特殊对象的具体刻划，并且研究了它们的等化子和余等化子、乘积和余积、逆极限和定向极限的具体构造。

We firstly discuss minimal sets characterizations of closed-set lattice , then systematically study the categorical properties of categories CL and PairCL by the means of the join-semilattice's closed-set-latticefies, and the constructions of monomorphism, epimor-phism, extremal monomorphism, extremal epimorphism, section, retraction, subob-ject, quotient object, product, co-product, equalizer, coequalizer, inverse limits and direct limits in the categories CL and PairCL are given.

首先讨论了闭集格的极小集刻划，然后通过并半格的闭集格化这种方法，较为系统地研究了范畴CL及范畴PairCL的性质，给出了范畴CL和范畴PairCL的单态射、满态射、极端单态射、极端满态射、截节、收缩、子对象、商对象、极端子对象、极端商对象等特殊态射和特殊对象的具体刻划，并且研究了它们的等化子和余等化子、乘积和余积、逆极限和定向极限的具体构造。

Therefore, from the theoretical point of view, a solution of the constrained problem and the corresponding values of the Lagrange multipliers can be found not only by the well known method of multipliers but also by performing a single unconstrained minimization of the Hestenes-Powell augmented Lagrangian function on the product space of problem variables and multipliers.

因此，从理论的观点来看，原约束问题的解和对应的拉格朗日乘子值不仅可以用众所周知的乘子法求得，而且可以通过对Hestenes-Powell增广拉格朗日函数在原问题变量和乘子变量的积空间上执行一个单一的无约束极小化来获得。

The Zadeh-function induced by the normal mapping is shown to be a mapping of keeping fuzzy filters.

本文的第三章在一种强剩余格——正则剩余格中介绍了两种特殊的Fuzzy滤子——素Fuzzy滤子和Fuzzy强蕴涵滤子。

Full Band Festival, Macao Solo at Sugar Jar, Beijing Germany Night, Beijing Tie Guan Yin at UMWEG BER CHINA Festival, Berlin Qianhai Kwanyin, Beijing Waterland Kwanyin, Beijing More Less More project, Beijing Solo at Mini Midi 2007, Beijing Bu Yi Yang post Shanghai, Shanghai 2006 Bu Yi Yang Shangbu Nanshan,Shenzhen 12th Kolkata Film Festival, Kolkata Borderline International Film Art Exhibition, Beijing The Third China Independent Film Festival, Nanjing Moscow Biennale, Moscow The Voice Of The Other Shore, Beijing Midi Music Festival, Beijing Dashanzi International Art Festival, Beijing Art Beijing, Beijing Waterland Guanyin Series, Beijing Qianhai Guanyin Series, Beijing 2005 Holland Chinese Festival, Amsterdam Most Electronics, Xiamen Waterland Guanyin Series, Beijing Midi Music Festival, Beijing Dashanzi International Art Festival, Beijing Don't Break My Core, Shanghai 2004 Nuit Blanche Festival (With fm3 and Yan Jun) Paris 1000 Revolutions Per Second, Brussels Shanghai Biennale, Shanghai 2pi Music Festival, Hangzhou Dashanzi International Art Festival, Beijing OUT THE WINDOW (China, Japan, and South Korea multimedia art unites exhibition) Tokyo, Seoul, Beijing Discography: Support the umbrella to stand in dust that float float CD 2006 Kwanyin Records The Microwave DVD 2006 Kwanyin Records Tie Guanyin Duo-viva la vaches, wuquan + yan jun CD 2006 Kwanyin Records Tie Guanyin Duo-Live at 798Cubic Art Center, wuquan + yan jun CD 2006 Kwanyin Records View DVD 2005 Kwanyin Records http://www.myspace.com/wuquan http://www.neocha.com/wuquan ———————————————————————————— Xiao He Third son of Tian Qiaoyun and He Pingsuo.

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For non-diagonal processes there is "Coherent enhancement" therefore the one-phonon processes are more important than the two-phonon processes; At the same time, we presented a new theoretical framework of phonon-assisted energy transfer, in which the running lattice wave theory is introduced instead of the Debye theory for phonons,therefore emphasizes the important effects of optical phonons and coherence effects of anisotropic lattice waves etc.

非对角过程中的干涉是相加的，因而首先应考虑单声子而非双声子过程；接着，用计及原子尺度上晶体结构的&格波模声子&取代各向同性连续介质模型中&德拜声子&来描述所涉声子，提出了新的声子协助的能量传递理论，指出了德拜模型中没有的&光学声子的重要性&和&各向异性的格波干渋&等新视点。

Based on the horizontal and vertical combination in formal contexts, this paper defines the independent or consistent contexts and lattices in attribute field; and also defines the horizontal addition operation between contexts or concepts and the horizontal union operation between concept lattices. In addition, we prove that the concept lattice of subcontexts horizontally combined is isomorphic to the horizontal union of sublattices of these subcontexts.

本文首先从形式背景的纵向、横向合并出发，定义了内涵独立和内涵一致的形式背景和概念格；还定义了内涵一致的形式背景、概念的横向加运算和概念格的横向并运算，并证明了横向合并的子形式背景的概念格和子背景所对应的子概念格的横向并是同构的。

In third part, I discussed R0 algebra in two different aspect:(1) Defined Boole element in R0 algebra. Gave the properties of Boole element and distributive rules of Boole element about finite R0 algebra. Study the filter and the stone filter of L are filters of M.

元的分布规律：研究了民代数M的滤子和民代数M作为有界分配格（记这个有界分配格为L（MO 的滤子之间的关系，得出结论：L的极小素滤子以及 L的 Stone滤子都是 M的滤子，但 L的滤子一般不必是M的滤子。

As she looked at Warrington's manly face, and dark, melancholy eyes, she had settled in her mind that he must have been the victim of an unhappy attachment.

每逢看到沃林顿那刚毅的脸，那乌黑、忧郁的眼睛，她便会相信，他一定作过不幸的爱情的受害者。

Maybe they'll disappear into a pothole.

也许他们将在壶穴里消失