sumner造句

• The nobel prize in chemistry : james batcheller sumner
  诺贝尔化学奖-詹姆斯b萨姆纳
• Sumner redstone : you can ' t be sure of yourself
  萨姆纳?列思多：你是没办法了解自己的。
• Ronald sumner ? - i am . i am a freak . look at me
  是罗纳德?萨姆纳吗? -是的，我是个疯子，看着我
• - ronald sumner ? - i am . i am a freak . look at me
  -是罗纳德?萨姆纳吗? -是的，我是个疯子，看着我
• By sister initiate rachel sumner , denver , colorado u . s . a
  美国科罗拉多州丹佛市rachel sumner师姊
• Amy sumner : i don ' t care ! get him out
  我不在乎！把他交出去！
• David sumner : they ' ll beat him to death
  他们会把他打死的。
• A note on sumner - blitch ' s conjecture
  猜想的一个注记
• The photo studio and printing & graphic services are located at the distribution center in sumner
  摄影工作室、印刷及平面布局服务中心位于萨姆纳
• " if i had it to do over again , yes , " sumner redstone , the outspoken viacom chief executive , said simply
  “如果我再做一遍的话，我还会这样做。 ”维亚康姆主席雷石东坦率而又淡淡地说。
• David sumner : no . i care . this is where i live . this is me . i will not allow violence against this house
  不，我在乎。这是我生活的地方，我的地盘。在这所房子，我就不允许发生任何的暴力。
• Amy sumner : david , give niles to them . that ' s what they want . they just want him . give them niles , david
  大卫，把尼尔斯交给他们。那才是他们想要的。他们只是想要他。把尼尔斯给他们吧，大卫！
• " as much as we like him personally , we thought it was wrong to renew his deal , " viacom chief sumner redstone said of paramount ' s decision to drop cruise
  “尽管我们本人都非常喜欢他，但我们认为与他继续签约是错误的。 ”维亚康姆公司主席在谈到派拉蒙公司决定与汤姆克鲁斯时说。
• The red corss s chief executive officer mr . sumner hutcheson and development director ms . jeanne morris welcomed our representatives and provided a brief report of this disaster in mr . hutcheson s office
  红十字会的执行主任索姆奈何彻森先生和发展部主任珍妮莫莉丝女士接待了我们的代表，并在何彻森先生的办公室做了一份灾情简报。
• Sumner redstone tells us that he graduated first in his class at high school some 60 years ago - which was probably gratifying for him at the time but , 60 years on , is of dubious relevance to viacom ' s shareholders
  雷斯通告诉我们他60年前从高中毕业时，成绩是全班第一，当时这可能是件得意的事，但是60年后，这一成就和维康公司的股东有什麽关系就很可疑了。
• In this paper we intrest in the following results of cycle : oberly and sumner proved the following result in [ 10 ] : theorem a [ 10 ] if g is a connected , locally connected claw - free graph on n > 3 vertices , then g is hamiltonian
  本文感兴趣的是圈方面的以下结果： oberlyandsumner [ 10 ]证明了下面的结果：定理a顶点数不小于3的连通、局部连通的无爪图是哈密顿图
• A mouse got its revenge against a homeowner who tried to dispose of it in a pile of burning leaves . the blazing creature ran back to the man ' s house and set it on fire . luciano mares , 81 , of fort sumner said he caught the mouse inside his house and wanted to get rid of it
  美国新墨西哥州的一位老人前几天碰上一件倒霉事儿，一只本来要被他用火烧死的老鼠竟然决心“报复” ，在全身着火后飞快地蹿到老人的房子里并引起大火，家中的一切就这样被一只老鼠付之一炬。
• The paper [ 10 ] by oberly sumner contains the following conjecture on a generalization to k1 , 4 - free graphs . conjecture d [ 10 ] if g is a connected , locally r - connected k1 , r + 2 - free graph , then g is hamiltonian . in this paper we introduce two new classes of graphs based on claw - free graph , and study their fully cycle extendable enlightened by the above theorems and conjecture
  由定理b和定理c人们不难想到该结论是否能推广到ki ； ，一f陀e图，于是oberlysumner 10给出了下面关于ki ， r一free图的猜想：猜想d ’川连通、局部r连通的凡，叫。