geometry and algebra 中文意思是什麼

geometry and algebra 解釋
線性代數與解析幾何
  • geometry : n. 1. 幾何學。2. 幾何形狀。3. 幾何學著作。
  • and : n. 1. 附加條件。2. 〈常 pl. 〉附加細節。
  • algebra : n. 代數學。
  1. Reforms of combining higher algebra and analytic geometry

    合併設課的教學改革
  2. On the content arrangement and teaching principle about the curse of combination of higher algebra and analytic geometry

    談高等代數與解析幾何課程合併的內容編排與教學原則
  3. These five beginning lessons grow to include such topics as algebra, square and cube roots, geometry, botany and zoology, evolution and classification, chemistry and physics experiments, the history of math and language, grammar and sentence analysis, and so on

    這五個最剛開始的課程就是要去引出許多學習的范疇,包括像代數,平方和立方,幾何學,植物學和動物學,進化和分類,化學和物理學的實驗,數學和語言的歷史,文法和句型分析等等。
  4. If you want to be a draftsman, a machinist, amolder, or a patternmaker, you ' ll need algebra and geometry and even trigonometry

    如果你想成為手工藝人、縫紉工、造型工或制模工,你需要代數和幾何,甚至三角。
  5. If you want to be a draftsman, a machinist, amolder, o r a patternmaker, you ' ll need algebra and geometry and even trigonometry

    如果你想成為手工藝人、縫紉工、造型工或制模工,你需要代數和幾何,甚至三角。
  6. Coordinate system of the manipulator is built, and kinematic equation is obtained. the reverse kinematics of the robot is analyzed using algebra and geometry, and the conditions to eliminate excrescent results are presented. and the working space of the mechanical arm is gained, singularity of the manipulator is analyzed

    對機械臂進行了運動學分析,建立機械臂坐標系,建立正運動學方程,並採用代數法和幾何法求解機器人逆運動學問題,並給出剔除多解的條件,求解出機器人手臂的工作空間和雅可比矩陣,並對機械臂的奇異性進行分析。
  7. Hindu and arab venturesomeness brought arithmetic and algebra to the fore once again and placed it almost on a par with geometry.

    印度人和阿拉伯人的闖勁把算術和代數又一次提高到幾乎和幾何並駕齊驅的地位。
  8. On the whole they taught just a modicum of arithmetic, algebra, and geometry.

    一般說來,它們只教一點算術,代數和幾何。
  9. Signs and symbols. elementary algebra and analysis. analytical geometry and vector analysis

    標記和符號.初等代數和解析學.解析幾何和向量分析
  10. This paper discusses the polygon medial axis definition of gis and calculation geometry, and their main distinguishing feature, pointes out that the polygon medial axis should be the locu of the equal - distance points to two or more edges of the polygon ; analyzes the relevant different algorithm and cases in practice, and proposes the geometry means in theory relatively rigid and widely meeting the requirements in practice - dotted pair rank method and the map algebra polygon medial axis method, utilizes them to offer several polygon medial axis calculation examples

    摘要比較了當前國內外gis中和計算幾何中關于多邊形中軸的定義,討論了它們的主要特點,指出多邊形中軸應是到兩個以上邊距離相等點的軌跡,並據此分析了相應的各種演算法和實際應用場合,提出了理論上較為嚴密、能夠廣泛滿足實際應用需要的幾何方法點對序列法和地圖代數多邊形中軸法。
  11. " the kids have been excited about geometry because they ' re doing it on the computer now, " disher said, referring to the students as " the video game generation " and noting that special education students who take algebra i - part ii also are visiting the lab

    學生們變得對幾何課興致勃勃,因為他們可以用電腦來操作,狄雪老師說,現在的學生可以被歸類為電玩世代,舉凡沾上電腦的玩意無不躍躍欲試。
  12. German mathematician and astronomer known for his contributions to algebra, differential geometry, probability theory, and number theory

    高斯,卡爾?弗雷德里希1777 - 1855德國數學家和天文學家,因其對代數、微積分幾何、或然率理論和數字理論的貢獻而為人稱道
  13. In the part of orbit control, the main ideas in study is to define the nonlinear control system on a riemann manifold from the global viewpoint, and to build the intimate relation between the geometrical structure of state space and the state equation of nonlinear control system ; in the part of attitude control, the main ideas in study is to deduce mathematical model with good character based on global differential geometry ideas as well as li group and li algebra, moreover, to design corresponding control schemes

    在軌道控制部分,研究的主要思想是從整體化的觀點出發定義一種建立在riemann流形上的非線性控制系統,將狀態空間的幾何結構與控制系統的狀態方程建立直接的聯系。在姿態控制部分,研究的主要思想是以整體微分幾何方法為工具,以李群與李代數等數學理論為基礎,從數學角度建立具有良好性能的數學模型,並設計出相應的控制方法。
  14. To overcome the shortcomings of differential geometry method in the respect of invertibility and dynamic state feedback, this paper discuss algebra control method. combining linear algebra with dynamic expansion, one method can decouple the nonlinearity through construct the root of nonlinear system by dynamic expanding

    一種方法是採用線性代數理論與動態擴張演算法相結合來對非線性系統進行解耦分析,通過運用動態擴張演算法來構造非線性系統的根而達到對非線性系統解耦控制的目的。
  15. Professor chern was awarded the shaw prize in mathematical sciences 2004 for his initiation of the field of global differential geometry and his continued leadership of the field, resulting in beautiful developments that are at the centre of contemporary mathematics, with deep connections to topology, algebra and analysis, in short, to all major branches of mathematics of the last sixty years

    二零零四年邵逸夫數學科學獎授予陳省身教授,以表彰他開辟整體微分幾何學的成就。整體微分幾何學的精妙發展占著當代數學的核心,與拓樸學、代數學和分析學,簡而言之,與過去六十年數學的所有主要范疇都有密切關連。
  16. Is it a simple " cut and paste " to combine algebra and analysis geometry to one course

    代數與解析幾何合為一門課程是否是一種簡單的剪截拼接
  17. In the mathematics test, three subscores are based on six content areas : pre - algebra, elementary algebra, intermediate algebra, coordinate geometry, plane geometry, and trigonometry

    數學測試部分,共六個方面的內容組成了三個部分的得分:算術、初級代數、中級代數、幾何坐標、平面幾何、三角形。
  18. The paper is concerned with the control strategies of uncertain nonlinear systems and the application on the ac speed adjustable systems. its main contents includes neural network control, differential geometry control and algebra control

    本文研究了非線性系統的控制策略及其在交流傳動中的應用,主要的內容涉及三個方面:神經網路控制、微分幾何控制和代數控制。
  19. Although its independence and development were late more relative to some other antique mathematical course such as analytics, algebra, euclidean geometry and number theory, through over one hundred years, especially the vivid development from the 1940s to the 1970s, general topology are getting increasingly mature and perfect

    雖然它的獨立與發展相對于其他一些古老的數學學科如分析學,代數學,歐氏幾何學和數論要晚了許多,但經過一百多年,特別是20世紀40年代到70年代的蓬勃發展,一般拓撲學日趨成熟與完善。
  20. We give a brief but systematic introduction to differentiable geometry and lie group, lie algebra. rigid body motion expressed with the notations from these theories is also introduced. they are the theoretical bases of the subsequent research contents

    2 、基本成體系地介紹了微分幾何中的李群、李代數理論,並分析其表達剛體運動的作用,為本文的研究打下基礎。
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