歐幾里得幾何 的英文怎麼說
中文拼音 [ōujīlǐdejīhé]
歐幾里得幾何
英文
euclid geometry-
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。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。Albert, without knowing why, started on hearing these words pronounced with such a haughty and dignified accent ; it appeared to him as if there was something supernaturally gloomy and terrible in the expression which gleamed from the brilliant eyes of haid e at this moment ; she appeared like a pythoness evoking a spectre, as she recalled to his mind the remembrance of the fearful death of this man, to the news of which all europe had listened with horror
這幾句話的語氣簡直自豪和莊嚴得無以形容，阿爾貝聽了不知為何竟嚇了一跳他彷彿覺著在海黛那一對明亮的眼睛里，有某種非常陰森可怖的表情阿里鐵貝林那次慘死在歐洲曾經轟動一時，而她此時象是一個招魂的女巫，把那個血淋淋的鬼魂又呼喚了出來。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? 。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。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。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。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。分享友人