非支配解 的英文怎麼說

中文拼音 [fēizhīpèijiě]
非支配解 英文
nondominated solution
  • : Ⅰ名詞1 (錯誤) mistake; wrong; errors 2 (指非洲) short for africa 3 (姓氏) a surname Ⅱ動詞1 ...
  • : Ⅰ名詞1 (分支; 支派) branch; offshoot 2 (地支) the twelve earthly branches3 (姓氏) a surname...
  • : Ⅰ動詞1 (兩性結合) join in marriage 2 (使動物交配) mate (animals) 3 (按適當的標準或比例加以...
  • : 解動詞(解送) send under guard
  • 支配 : 1. (安排) arrange; allocate; budget 2. (控制) control; dominate; govern
  1. Any way i am more interesting of standing how to distribute our body weight. and of thinking where is your body weight or the which leg do place your body weight, and which part of your body you transfer your body weight, and which part of your body you can be stand, and how you can start to move and how you can transfer. of cause it ' s very important for keeping perfect balance. to be bale to keep beautiful gradus. and different speed

    不管如何,我對如何分我的身體重量更有興趣,了身體重心在哪裡,或身體重心放在哪一腿,把身體重量移動到身體哪一部位,要站在身體哪一部位,要如何開始移動如何轉換重心,當然常重要的是要保持完全平衡,能夠保持優美的韻律,及產生不同的速度。
  2. Truth, nothing short of a total change of dynasty and moral code, in that interior kingdom, was adequate to account for the impulses now communicated to the unfortunate and startled minister

    的確,若不是他心內的王國已經改朝換代綱常全的話,實在無法釋如今著不幸而驚懼的牧師的種種沖動。
  3. The next president must fulfill the possibilities of this moment in europe and asia - by taking alliances that were so vital in the long struggle of the cold war and updating them for a new century. he must lead the fight against the threats and seize the opportunities this new era has brought. in efforts to stop the spread of weapons of mass destruction, turn the tide on terrorists, prepare for the next humanitarian crisis and shape the economic architecture of the 21st century, it is clear that american leadership and a bipartisan consensus is vital

    我今天已向各位描述了這類關系的幾個要素:美國的盟約;長程的軍事駐防;可提供美軍駐防安排與作業合作的一種以地方而基地為目標的策略;透過國際軍事教育訓練與對外軍售提供實際援助,並合美國全球傳統武器移轉政策,以促進東南亞各國與美國的軍事合作;透過能增強雙邊關系的東協與東協區域論壇等過程,促成新的、更擴大的多邊合作;以及美國持該區域內國家,為決如南中國海等可能引發沖突的地點所作的努力。
  4. In this paper, the dominated equations formed from nonlinear fem are derived through incremental theory, and the corresponding formulations of iterative method for solving the nonlinear dominated equations are described

    採用增量理論推導了線性問題有限元求方程,描述了求線性方程的變{ k _ p }迭代法的相關列式。
  5. Statistically, it makes a quantitive analysis on the evolvement of the country economic structure in xi ' an city, the economic benefit of the changes in industry structure, the effect on labor resource collacation in industry structure and the effect of the increasing income of countrymen in industry structure changes, which discloses a rule of the industry structure evolvement in country. the putting forward of the non - agriculture industry in country, especially the rapid increase in country industry will promote the rise of the country industry level for a long term. the country industry structure influences a lot the increase of the farmer ' s income which is also affected by agriculture structure and planting structure, but less. the non - agriculture industry plays a main role in the increase of farmer ' s income. for the low level of the townlization and industrialization, developing industry, construction and commercial in country is very feasible to resolve the problem of spare labors in country. it is strengthening labors transferring and reducing the modulus of labor over the infield that farmers income could be kept increasing. after a theoretical analysis and twenty years practise in the regulation of country economy structure after the reform and opening policy in xi ' an, a new thought of regulating country economy structure in xi ' an is put forward that a strategic regulation must be taken in country economy structure and the agriculture structure must be optimized. moreover, an expanding agriculture must be developed and transfer the spare labors in country effectively. so the government function during the regulation of country economy structure is transferred to : the first one, making the stress policy in the regulation of country industry structure. 2ndly, strengthening the force in regulating country industry structure ; 3rdly, making a plan on the regulation of country industry structure ; 4th promoting the optimizition and upgree of industry relying on sci - tech progress ; 5th enhancing the townlization and optimizing the country industry structure ; last one, improving the quality of labors in full scale

    本文在概述經濟結構理論的基礎上,第一次系統地研究了西安市農村經濟結構調整,用數據統計的方法,定量、定性地分析了西安市農村經濟結構演變的軌跡,分析了產業結構變動的經濟效益、產業結構勞動力資源置效應、產業結構變動的農民收入增長效應,揭示了農村產業結構演變的規律。提出農村農產業,尤其是高速增長的農村工業,對促進農村產業水平的提升起著長?推動力的作用;農民收入增長直接受農村產業結構的影響最大,農業產業結構、種植業結構對農民收入有影響,但作用不可高估;農產業是農民增收的主要撐力量,決農村余勞動力在城鎮化、工業化水平不高的情況下,切實可行的選擇是在農村發展工業、建築業、商飲業等農產業;農民收入要保持快速增長態勢必須加大農村勞動力轉移力度,減少耕地承載勞動力的系數。通過理論分析,結合西安市改革開放后20多年的農村產業結構調整的實踐,提出了西安市農村產業結構調整的發展思路及目標、原則,明確指出了政府在農村經濟結構調整過程中的職能轉變的重要方面:一是制定農村產業結構調整的傾斜政策,二是加大對農村產業調整的投入力度,三是制定產業結構調整的規劃,四是依靠科技進步促進產業優化和升級,五是加快城鎮化過程,優化農村產業結構。
  6. Pso is simple and efficient, so many researchers have been attracted by this algorithm, and furthermore, it converges fast by moving each particle aimed at guides when it deals with single - objective optimization, and these features are important in multi - objective optimization also. from some current research works, we describe a multi - objective particle swarm optimization algorithm ( mopso ) that incorporates the concept of the enhanced - dominance, we present this new concept to update the archive, the archiving technique can help us to maintain a sequence of well - spread solutions. a new particle update strategy and the mutation operator are shown to speed up convergence

    目前,國內外已有部分相關研究成果,但是它們在集分佈性、收斂性方面仍存在不足,在吸取已有成果的基礎上,本文提出了一種改進的多目標粒子群演算法( mopso ) ,使用我們提出的強概念構造外部種群,使集保持良好的分佈性,同時,通過採用新的全局極值和個體極值的選取方式及採用新的種群更新策略加快集的收斂,提出基於快速排序的集構造方法加快演算法運行效率。
  7. In chapter 2, we study the further results on the properties of growth of solutions of one kind of higher order linear differential equations with entire coefficients, when there is one coefficient that is main dominating to the properties of the solutions, we obtain precise estimate of hyper - order of solutions of equations either homogeneous or non - homogeneous and relations between the solutions and functions with smaller growth

    本文研究了某些高階線性微分方程的增長性問題。其中第二章研究了一類高階整函數系數微分方程的增長性的進一步結果,當存在某個系數對方程的的性質起主要作用時,得到了齊次與齊次方程的超級的精確估計及方程的與小函數的關系。
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