查询词典 not only...but also

Before remembering the long time, handset's use only then one, that is nearly telephones, but most recent several years, the handset had the very big change, not only the outward appearance have been attractively many, moreover the use have been also many, may use the handset photograph, hold a meeting, the surfer, to send the short information and so on a series of matters, this lets our life be more convenient, also let me even more comprehend the technical strength, but, I was only the student who made a debut, right "the science and technology" two character's contents also knew limited, I was unable with some very abstruse theory to elaborate the science and technology unreliably wonderful, was also unable rightlyEach position steps onto the operating post the elders pledged I can realize technical blueprint.

记得很久以前，手机的用途几乎只有一个，那就是打电话，可是前几年，手机有了很大的改变，不仅外观漂亮多了，而且用途也多了，可以用手机拍照、开会、上网、发短信息等等一系列的事情，这让我们的生活更为方便，也让我更加领会到了科技的力量，不过，我只是个初出茅庐的学生，对"科技"二字的内容还知之有限，我无法用一些很深奥的理论来阐述科技的玄奇，也无法对各位走上工作岗位的长辈们承诺我所能实现的科技蓝图。

Not only...but also...= not only ...but ...as well6. not only ...but also

惟此类用法必须要有上下文才能存在

In this paper, firstly, not only the incidence matrix ,adjacent matrix, cycle matrix, cut-set matrix of an undirected graph are summarized, but also the close contact between a graph and its corresponding matrix are discussed ; secondly, many problems of a graph which are solved by analysing its matrix are listed as follows:1、The co-tree set of a graph is obtained by using its cycle-matrix ; 2、The branches of its spanning tree are given by using its cut-set matrix ; 3、By making use of the incidence matrix of a graph ,not only its vertex cut 、cut vertex 、isolated point and spanning tree can be obtained ,but also the two sides which are whether parallel or not can be judged ;4、By using their adjacent matrix ,the two graphes which are whether isomorphous or not can be judged; once more, there is a detailed introduction in view of special graph (for example: bigaritite graph ,regular graph and so on);last but not least, a graph method of calculating the N power of a matrix is given and the practical applications of the theorem for degree is indicated.

本文首先综述了无向图的关联矩阵，邻接矩阵，圈矩阵，割集矩阵以及图和它对应矩阵之间的关系；其次总结出了利用上述各类矩阵可以解决的图的若干问题：1、利用图的圈矩阵可以求其连枝集；2、利用图的割集矩阵可以求其生成树的树枝；3、利用图的关联矩阵不仅可以求其割点、点割集、连通度、孤立点和生成树，而且可以判断两条边是否平行；4、利用图的邻接矩阵可以判断两个图是否同构；再次，针对特殊图（例如：二分图、正则图等等）的邻接矩阵作了详细介绍；最后，得到了利用图计算矩阵的N次幂的方法，指出度数定理的实际应用。

This is life, there are always a lot of regret, it is impossible to always live in the memories, only the end to a new beginning, I could not wait any longer because I did not have too much of the past five years, she has also Besides this there is no significance, a few days ago in North Street City days on the elevator she encountered, I downlink, uplink her, she did not call the sound I do not know her, I have not seen, but not less than 1 meter distance, but also face-to-face, I saw her I saw one, but she did not have any reaction.

人生就是这样，总有很多遗憾，也不可能总是活在回忆里，只有结束，才能从新开始，我也不可能再等了，因为我没有太多的5年来等她，况且这也已经没有任何的意义了，前几天在北城天街电梯上碰到她，我下行，她上行，她都没招呼一声，我也不知道她有没有看到我，可是不到距离不到1米，而且是面对面，我看到她看了我一眼，但是她没有任何的反应。

He's unbelievable Chorus So tonight I'm gonna get him Got a rendezvous at seven Faire l'amour toujours, so funny Wanna spend all of this money Should I wear a dress and high heels Should I go out in my blue jeans He's the boy I met in my dreams And I tell you girls He's unbelievable Verse 1 Sisters, only sometimes You can meet the kind of boy Who will always give you joy Then grab him, never let him Take him deep into your world Be aware of their girls He's so unbelievable Finally it is me, see me happy Today I have found him He's the boy of my dreams And he's unbelievable So tonight I'm gonna get him Got a rendezvous at seven Faire l'amour toujours, so funny Wanna spend all of this money Verse 2 Brothers, only mothers Have the right to decide What is wrong or what is right But you maybe find a baby Who is no the kind of girl To fit in your mother's world He's so unbelievable Ain't a doubt shout it out that you love her Only such a tough guy Could become my only one Cause he's unbelievable Chorus C-part Sharp dressed you may face your rendezvous Depressed if he's not good looking too Maybe he's a lazy kind of lad Don't forget he could turn into a prince in bed Be sure that he's standing by your side Cowards are a waste of time Get it on if he's always on your mind But avoid being love-blind Look out for his sensitivity Check out if he knows just what it means To give everything that a lady needs To prove that his love is pretty real Some guys only show their sex appeal And who knows why the lord had made 'em If you think he's the right guy fall in love If he's not keepin' your hands off Chorus So tonight I'm gonna get him Got a rendezvous at seven Faire l'amour toujours, so funny Wanna spend all of this money Should I wear a dress and high heels Should I go out in my blue jeans He's the boy I met in my dreams And I tell you girls He's unbelievable Supernatural things will happen I can call you at eleven I will tell you every detail If he's worth it or if he failed But I know he drives me crazy And I want to have his baby So you must excuse me, ladies Did I tell you that He's unbelievable

他难以置信合唱团因此，今晚我一定让他有7个约会放任倾慕始终，所以好笑想花的所有钱如果我穿衣服和高跟鞋我应该走出去在我的蓝色牛仔裤他是我遇到的男孩在我的梦想我告诉你女孩他难以置信新诗1 姐妹们，有时只你能满足什么样的男孩谁将永远给你快乐然后抓住他，从未让他他深入到你的世界知道自己的女孩他是如此难以置信最后，就是我，见我高兴今天，我发现他他是男孩，我的梦想他的令人难以置信因此，今晚我一定让他有7个约会放任倾慕始终，所以好笑想花的所有钱诗二兄弟，只有母亲有权决定什么是错误的或什么是正确的但是，你也许找到一个婴儿没有谁是什么样的女孩以适合您母亲的世界他是如此难以置信不是一个疑问喊出来，你爱她只有这样一个硬汉可以成为我的唯一原因，他难以置信合唱团架C -一部分夏普穿着你可能面临的会合抑郁症患者，如果他不是太漂亮也许他是一个懒惰的小伙子不要忘记他可以变成一个王子在床上可以肯定，他站在你身边懦夫是在浪费时间获取它如果他总是在你心里但是，避免被爱情盲目请注意他的敏感性退房，如果他知道刚才这意味着什么为了让所有需要一位女士为了证明他的爱很真实有的人只展示自己的性吸引力谁知道，为什么大人了他们如果您认为他的权利人爱上如果他不是keepin '你的手离开合唱团因此，今晚我一定让他有7个约会放任倾慕始终，所以好笑想花的所有钱如果我穿衣服和高跟鞋我应该走出去在我的蓝色牛仔裤他是我遇到的男孩在我的梦想我告诉你女孩他难以置信超自然的事情会发生我可以打电话给您， 11 我会告诉你，每一个细节如果他的价值，或者，如果他失败但是我知道他硬盘我疯了和我想他的孩子所以，你必须原谅我，各位我告诉你，他难以置信

I want to love you But how this is That I can love you If I do not see you I want to love you Very pure or almost Like the priests Who do not marry The clotrées sisters Who preserve For a good old man God who hides I want to love you Of course I dream some But how want You that it goes I want to me Mo well Quer of the proverb Who known as "far from Eyes, far from the heart " God that they is false That it is sour That they is express To frighten us I want to me endor well Mir each evening By blotissant me Against anybody With your body In my memory As a grandmamma Who cries her man I want to love you Even until believing In the possible ones Advantages To mix Our two stories Into perpetual Shift I want to force well All these chances Who r' fuse to play In our favour And then to gain The chance to see you Two small days Or two small hours I want to love you But how this is That I can love you If I am not there To wrap you Of my tenderness And to comfort you If that does not go Yes I want well To love you by far The very full heart Of your great vacuum To love you love And of sorrow To love you for nothing Wet eyes I want to love you But to be frank I am not solid If I do not see you I am like blind man Without white cane Ni dog-guide… And without your arm To cross This street That one calls The ocean To cross But to you Y' does not have a large Assez rainbow I want to love you Of course In any event Do I have the choice I am trapped I am lost I turn in round I love you already Even if I feel That I éreinte With you to seek Tended arms In this alarming Labyrinth Too much complicated And too twisted I will love you Even if all that It is without exit It is impossible And I will believe in it As others believe In the Baby Jesus And with the Bible I do not know yet How this is That I will love you If I do not see you But I will love you It is a promise Hear you That I say to you there?!!

我想这是爱你，但我能怎么爱你如果我不爱你我想看到你还是很单纯的，几乎没有人喜欢娶了神父clotrées姐妹保存了老好人上帝躲在我爱你我当然希望有梦想但是不用我说，你怎么想我想好树种的谚语谁谟称为"远离眼睛远离心脏"，他们是上帝，这是假酸溜溜地表示，他们是吓唬我们，我想每个晚上我可逆好空间站的blotissant我对付谁你记忆体作为grandmamma谁喊她文我想爱你直到可能的优势，相信我们的两个故事结构转变成永恒的力量，我想这也是所有那些住宅机会'导火线玩，然后争取对我们有利的机会看到你两个或者两个小天凌晨爱你，但我想这就是我如何能爱你如果我不存在包你温柔地安慰我说，你如果不走的话，我想好爱你的心满满远远贵真空悲哀的爱你爱你爱什么，我想爱你眼睛湿但坦白说，如果我不扎实，我看不到你我一样盲无镍白色手杖狗：：没有你们的引导手臂越过这条街，一个电话，但你越过大洋肽Y'没有大assez彩虹我爱你，当然希望无论如何我做我的选择，我被困我感到失去转向轮即使我爱你我觉得我已经与你éreinte寻求在这一惊人的武器往往迷宫太多、太复杂，我爱你，即使扭曲，这是没有全部撤离是不可能，但我相信别人相信耶稣和圣经的婴儿我还不知道这是怎么说我爱你如果我不爱你，但我会看到你是一个承诺，我对你说你听？！！

This acquaints with to be like a beautiful love story,Because all in the conjecture, is but affection a little of is stir up, because of to faraway of she remember fondly, gradual of to the girl friend in the reality,Lost patience, excessive of the inhospitality make the girl friend in the reality a sad, but I am in April 5, 06 years and game of she, at admire the Er guest accept the star river of virtuous neighborhood a cabaret an appointment,The first eye, my knows that she once got married, just be like all unfortunate marriages before meet, husband with another woman together, drive totally 2 times all she discovered and I love her very much,When see she sleep soundly in my bosom of time, I tell myself, I want to the good lifetime of this woman, and she also gives me be much commitment, so we open happy together spend of the heart 3 day, turn an eye to respectively go home, continue network game, continue we thus of affection, all of the happiness keep company with us, in the center also have a small antinomy,Can I with the relation of the girl friend in the reality but more and more far, until she puts forward break up, at July 30, my in the mind unspeakable felling, feel at that time for the sake of if son I only not turn head,Finally on September 8 we another time met, and we are also same this time the cabaret was happy to spend at the star river for 4 days, can time change, the girl friend in the reality now then but be get married, but if the son be missing my commitment, to I only chilly hurt my words, afterwards I just know, she and her husband match like, ha ha

却越来越远，直到她提出分手，在7月30日，我心里说不出的感觉，当时觉得为了若儿我只有不去回头了，终于在9月8日我们又一次见面了，而这次我们也同样在星河酒店开心度过了4天的时间，可时间转变，现实里的女朋友而今却要结婚了，而若儿对我的承诺都不见了，对我只有冷冷的伤害我的话，后来我才知道，她和她老公合好了，呵呵

Any SEO person know, SEO optimizes the user that technology and we advertise to experience the concept is violated, face 2 concepts that run in the opposite direction, only intentional talent can say both is reach the same goal by different routes only actually, yes, do not be discharge, do not be website rank, the SEO that does not do for money, behoove stands on user experience, and all search engine advocate this below acquiesce, to the Chinese, do not comprehend what do far not quite in the technology on SEO domain, and undeserved or those who depend on its fluctuant concept is moss-grown, have recognize only we why and the website is optimized, why to set foot on this one journey, affirming cicada only, all ability had germinant, an idiocy all can appear in the cartoon in slue and novel so kind master, because mix of others different, more Qiaqiede says is brain little together, but strange however meet again and again, become the person of type of a legend finally, its life story is twinkling unapproachable brilliance, this does not make us thoughtful.

任何SEO者都知道，SEO优化技术与我们鼓吹的用户体验理念是相违反的，面对二个背道而驰的理念，只有有心人才会说二者实际上只是殊途同归，是的，不为流量，不为网站排名，不为金钱而做的SEO，理应是站在用户体验上的，而所有的搜索引擎都默认下提倡这一点，对于中国人来说，做得远远不够的不在于SEO领域上的技术领悟，而在于其波动的理念的不当或落伍，只有认清了我们为什么而网站优化，为什么踏上这一征途，只有正确认知了，一切才有了开端，所以在极多的动画片和小说中均会出现一个白痴类的主人翁，因为和别人的不一样，更恰切地说是脑子少了一块，但却奇逢连连，最终成为一个传奇式的人物，其人生故事闪烁着无与伦比的光华，这难道不让我们深思。

Not only Homer, Dante, Goethe, not only Aristotle, Plato, Epictetus , not only Rabelais, Cervantes, Swift, not only Walt Whitman, Edgar Allan Poe, Baudelaire, Villon, Carducci, Manzoni, Lope de Vega, not only Nietzsche, Schopenhauer, Kant, Hegel, Darwin, Spencer, Huxley ?

不仅读过荷马、但丁、歌德、柏拉图、埃庇克泰德，不仅读过拉伯雷、塞万提斯、斯威夫特民不仅读过瓦尔特？惠特曼、埃德加？艾伦？坡、波德莱尔、维荣、卡尔杜齐、曼佐尼、洛卡？

In addition, some modifications on several computational methods are also presented. Using LMTO method the electronic structure of several systems are studied, and some results are obtained. They are: The ideal Nb (100) surface has three surface states, the multi-layer relaxed surface has two surface states. The surface energy of the ideal surface is higher than that of the relaxed surface, that means that the multi-layer relaxed surface is more stable than the former one, which supports the LEED results. The mono-layer relaxed Ag (111) surface is the most stable one among several" stable surface models"presented by several researchers. The surface energy of Ag (111) surface is higher than that of surface Ag (001), which supports some experimental results such as different reaction rate at different surface orientations for the same material. The surafce states of Si (111) surface not only locate near the Fermi level, but also in the valence band, which agrees well with Cohen's conclusion. Si (111)-H is an effective model for analysing the surface states and H adsorbed on the back surface is a good method for improving the convincingness of the results obtained on thinner slab models. The surface stability depends on three different kinds of MoSi〓(001) surfaces, the surface with mono-layer Si is the most stable one, and the surface with Mo at the first layer is the most unstable one among them. These are consistant with the Kemoda's experimental results. The valence bands of clean or K adsorbed CdTe (111) surface agrees well with the synchrotron radiation studies. The surface of CdTe (111) consists of four kinds of surface models which show different surface electronic structures and different surface structure stabilities. The conclusion agrees well with Wu's experimental work. The different absorbed alkali metals on the CdTe (111) surface give different adsorption characteristics which have relations not only with the valence electrons, but also with the core ones of the alkali metals. The electonic structures of Si-C alloys are different from that of Si-Ge alloys, and the energy band gaps of Si-C alloys do not increase linearly with Carbon concentration, our conclusion supports Alexander's results, but conflicts with Soref's one.

现分述如下： LMTO方法及其应用方面：1）通过对Nb（100）表面电子态分析发现清洁理想表面有三个表面态，多层弛豫表面有两个表面态；表面能大小说明多层弛豫表面更稳定，支持了LEED结果。2）通过对采用不同方法获得的几种不同Ag（111）表面稳定结构的表面能计算分析，给出了单层弛豫表面为Ag（111）表面的最稳定结构；从Ag（111）单层弛豫表面和Ag（001）表面的表面能比较，发现了Ag（001）表面表面能要比Ag（111）小的，表明了同种物质不同表面取向将表现出不同物理、化学性质，这是与实验中得出的结论是吻合的，3）通过对Si（111）表面态分析，不仅发现了Si（111）表面不仅具有居于费米能级附近的悬挂键所对应的表面态，而且还有很多表面态位于价带能量范围内，与Cohen等结果一致，H饱和slab模型背表面相当于增加了slab层的厚度，是一有效的变相增加slab层厚的方法，弛豫表面较清洁理想表面价带谱们低能端的少许移动，预示着总能降低，说明弛豫表面较清洁理想表面稳定。4）MoSi〓具有三种表面，从费米能级上态密度值大小得到单层Si表面最稳定，Mo原子为表层原子的表面最不稳定，双层Si原子表面居中的结论，这与Kemoda等人实验结果是一致的。5）通过对CdTe（111）表面表面电子态、表面结构稳定性及表面H、碱金属吸附的电子结构系列研究，不仅得出了CdTe（111）清洁及碱金属K吸附价带谱与同步辐射光电子谱相吻合的结果，而且发现了CdTe（111）表面具有四类不同原子近邻特征，表现出四类不同的表面结构及电子结构特征：不同表面态分布、不同的表面结构稳定性（表层原子与次层原子成三键有一悬挂键的表面要比表层原子与次层原子成一键有三悬挂键稳定（与Wu等人实验结果一致））、不同的H吸附特性。

Finally it offers the analysis of the fault-tolerance system as well as its test verification.

这样，运行于空间环境中的系统的设计目标就是在保证系统实时性

However, it is still difficult to find out the real reason of the increase of the keratinized gingiva during the orthodontic extrusion whether it is due to the proliferation of the gingival tissue or to its elastic nature, that is because the proliferation of the fibroblasts as well as the connective tissue changes in volume and the intra-fibers spaces were all immeasurable in most of the studies.

然而，仍然难以找到真正的原因增加的角化牙龈在正畸挤压它是否是由于扩散的牙龈组织或其弹性性质，这是因为增殖的成纤维细胞以及作为结缔组织的变化量和内部纤维空格都是不可估量的，大多数的研究。