歐幾里得的 的英文怎麼說

中文拼音 [ōujīlǐdede]
歐幾里得的 英文
euclidian
  • 歐 : 名詞1. （姓氏） a surname 2. （歐洲的簡稱） short for europe
  • 幾 : 幾代詞1. （多少, 用於詢問數量和時間） how many 2. （表示不定的少數目） a few; several; some
  • 里 : 里Ⅰ名詞1 （襯料; 紡織品的反面） lining; liner; inside 2 （里邊; 里邊的） inner 3 （街坊） neighbo...
  • 的 : 4次方是 The fourth power of 2 is direction
  1. You look at the first line of coaches in europe and almost everybody has had to the luck be european champion once ? lippi, capello, ancelotti, myself, rijkaard, ferguson, benitez, del bosque

    你看那些歐洲一流的教練，幾乎每個人都有獲得歐洲冠軍的命? ?里皮，卡佩羅，安切洛蒂，我自己，里傑卡爾德，弗格森，貝尼特斯，博斯克。
  2. As we all known, with the founding of euclidean geometry in ancient greece, with the development of analytic geometry and other kinds of geometries, with f. kline " s erlanger program in 1872 and the new developments of geometry in 20th century such as topology and so on, man has developed their understand of geometry. on the other hand, euclid formed geometry as a deductive system by using axiomatic theory for the first time. the content and method of geometry have dramatically changed, but the geometry curriculum has not changed correspondingly until the first strike from kline and perry " s appealing

    縱觀幾何學發展的歷史，可以稱得上波瀾壯闊：一方面，從古希臘時代的歐氏綜合幾何，到近代解析幾何等多種幾何的發展，以及用變換的方法處理幾何的埃爾朗根綱領，到20世紀拓撲學、高維空間理論等幾何學的新發展，這一切都在不斷豐富人們對幾何學的認識；另一方面，從歐幾里得第一次使用公理化方法把幾何學組織成一個邏輯演繹體系，到羅巴切夫斯基非歐幾何的發現，以及希爾伯特形式公理體系的建立，極大地發展了公理化思想方法，不管是幾何學的內容還是方法都發生了質的飛躍。
  3. What we do know about gauss's work in non-euchidean geometry is gleaned from his letters to friends.

    我們所知道的高斯在非歐幾里得幾何上的工作是從他給朋友們的信中透露出來的。
  4. A pure c project that demonstrates euclid s algorithm for finding the greatest common divisor

    純c項目，它說明用於查找最大公約數的歐幾里得演算法。
  5. Indeed, the reader who is slightly familiar with tessellations of the sphere, the eaclidean plane and the hyperbolic plane, can easily prove the following result.

    事實上，稍微熟悉球面、歐幾里得平面和雙曲平面的分格的讀者，都能容易地證明出下面的結果。
  6. Ask students to demonstrate a proof of the theorem stating that the sum of the interior angles of a triangle is equal to 180 ?

    讓學生演示歐幾里得41號命題的證明：如果一個平行四邊形與一個三角形有相等的底邊長，又同時夾于兩平行線之間，那麼這個平行四邊形是這個三角形的兩倍。
  7. That is how euclid did things in alexandria two millennia ago, and his treatise on geometry is the classical model for mathematical exposition

    這就是2000多年前歐基里得在亞歷山卓城的研究方式，他的幾何大作是數學著作的經典模? 。
  8. Because the method proposed here does n ' t use the euclidean algorithm, it is easy to solve the coefficients. moreover, its results are the same as that obtained by other methods

    因為該方法沒有採用採用歐幾里德演算法，所以演算法簡單，易於實現，且與其它方法獲得的提升系數相同。
  9. Methods of estimating baud rate, signal to noise ratio ( snr ) and reference phase are investigated. a modified euclidean algorithm is proposed to estimate baud rate of the burst packets. a cumulant based algorithm of estimating snr of star - qam is proposed which has better estimation performance in medium scope of snr

    研究了自適應調制中波特率，信噪比和載波相位等參數的估計演算法；提出一種基於修改的歐幾里得演算法的波特率估計演算法，這種演算法可以對突發分組的波特率做出準確估計；提出一種星型qam信號的信噪比估計演算法，在中等信噪比條件下，具有較好估計性能。
  10. In three dimensions, the basis of spatial objects is euclidean geometry, it obeys euclidean axioms. this leads directly to the question how geometric constructions, as defined by the euclidean axioms, can be represented with the finite approximations available in computer systems

    在三維空間中，空間對象的定義基礎是歐幾里得幾何，服從歐幾里得公理，但利用計算機系統處理嚴格服從歐幾里得公理的空間對象必定會帶來一些問題。
  11. There are two main types of wormholes : lorentzian wormholes and euclidean wormholes

    有二種主要類型的蟲孔:洛倫茲蟲孔和歐幾里得蟲孔。
  12. The core of euclid s algorithm is moved from the. c file to an. asm file, with the. c file calling into the. asm file

    歐幾里得演算法的核心從. c文件移到. asm文件，並且
  13. Marketing is not the same as euclid ' s geometry, which has a set of fixed system with conceptions and theories

    營銷並非像歐幾里得幾何學那樣，有著對概念與定理的一套固定體系。
  14. Context : euclid ' s proof of the pythagorean theorem made use of the previous proven theorem known as proposition 41

    上下文：歐幾里得關于畢德哥拉斯定理的證明利用了前已證明的命題41 。
  15. In this sample, the core of euclid s algorithm is moved from the. c file to an. asm file, with the. c file calling into the. asm file

    在此示例中，歐幾里得演算法的核心從. c文件移到. asm文件，並且
  16. Since warren - root model in homogeneous reservoir is based on euclid geometric and is n ' t suit for heterogeneous reservoir with pressure - sensitive deformation property

    Warren - root模型是建立在均質油藏歐幾里得幾何基礎之上的，不適用於具有壓力敏感效應的非均質油藏。
  17. Secondly, their aims are made the investment of substations, feeders or running cost of electric power system minimum. but they do n ' t take into account of land utilization, street accessibility of right of way, etc., but demands of electric power system. generally, a straight line distance, namely, euclid distance, was used for calculating the distance between a load point and a substation, which is a straight forward but non - practical way for most planning techniques

    其次受研究工具的限制，這些模型以工程投資、運行費用等最小為目標，僅能考慮導線載流量、電壓降等電力系統技術約束條件，簡化略去了用地限制、街道可達性等重要的自然約束條件，且求解這些模型的前奏是計算負荷點到變電所的歐幾里得距離（直線距離） ，簡便但不切合實際（這一點在城市電網規劃中尤其重要） ，因此較難給出技術上可行的最優解。
  18. The information of skeleton is also used to deal with branching problem. experiments show that the proposed algorithm can retrieve cases with complex contours. the technique of surface reconstruction using distance field is explored in chapter 4

    對于離散距離場的計算，我們提出用輪廓線擴散的方法來進行加速，和最小歐幾里得距離方法比較，該方法具有速度快的優點，其時間復雜度為o加。
  19. The method ' s aim is made the investment of substations and feeder minimum. it can model physical constraints with land utilization and street accessibility and used actual street routes in the substation location and feeder planning, which is important especially in a suburban or city area

    模型包含了用地限制和街道可達性、可用性等約束，而且在求解模型時用基於動態規劃的最短路演算法確定負荷點到變電所的計及障礙因素的歐幾里得距離（簡稱廣義距離） 。
  20. The method for solving quadratic equation which combined arithmetic solution and geometry demonstration together by al - khw rizm probably is influenced by greek who praised highly geometry, but through analyzing carefully, his geometry seems different from " geometrical algebra " of euclid in essence, but is similar to chinese ancient mathematical method - out - in complementary - like principle

    花拉子米討論一元二次方程時所採用的算術解法與幾何論證相結合的方法似乎是受希臘人推崇幾何學的觀念的影響，但經過仔細分析，認為他的幾何證明本質上區別于歐幾里得的「幾何代數」 ，而與中國古代的「出入相補原理」更相像。
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