linear algebra and geometry 中文意思是什麼

linear algebra and geometry 解釋
線性代數與幾何
  • linear : adj. 1. 線的，直線的。2. 長度的。3. 【數學】一次的，線性的。4. 【動、植】線狀的；細長的。5. 由線條組成的，以線條為主的，強調線條的。
  • algebra : n. 代數學。
  • and : n. 1. 附加條件。2. 〈常 pl. 〉附加細節。
  • geometry : n. 1. 幾何學。2. 幾何形狀。3. 幾何學著作。
  1. 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。
  2. The traditional separation of algebra and geometry has been unfit for the request of time, it must be reformed. to combine " algebra " and " space analysis geometry " is a good reform project. it correctly reflects the inner law, not only show the impact of advanced algebra as a tool of analysis geometry, but also specifically provide to linear algebra with many kinds of geometric background and geometric expression

    傳統的代數幾何分講已不符合時代發展的要求，必須進行改革，而把高等代數與空間解析幾何合併設課是一個較好的選擇方案，這樣設課不僅體現線性代數作為解析幾何的主要工具的作用，而且更具體地給線性代數提供各種幾何背景和幾何解釋。
  3. Before 1997, they were taught respectively in most of the normal universities. with the progress of the reform of advanced education curriculum and teaching content, novel ideas in how to set the courses of algebra and analysis geometry are raised constantly. there is no doubt that it is a new attempt that linear algebra and analysis geometry should be combined to one course, " algebra & geometry "

    高等代數與空間解析幾何長期以來一直都是高師院校數學系的兩門基礎課， 1997年以前，大多數高師院校基本上都是分別講授，隨著高等教育課程與教學內容改革的不斷深入，代數與解析幾何課程設置的一些新思路不斷地提了出來，將線性代數與空間解析幾何合設一門「代數與幾何」這種改革不失為一種創新的嘗試。
  4. Linear algebra is mainly a subject which studies the linear structure of finite dimensional linear space and its linear transformation while linear concept is in itself from the old euclid g eometry. the concept of " linear space " is a kind of algebraic abstract. in many fields of modern engineering project and technology, because of the influence of computer and graph showing, the algebraic disposal of geometric questions, the visual disposal of algebraic questions, algebra and geometry are tightly combined

    線性代數主要是研究有限維線性空間及其線性變換這一代數結構的學科，而線性概念究其根源則是來自古老的euclid幾何，線性空間概念是幾何空間的一種代數抽象，在現代工程技術的許多領域里，由於計算機及圖形顯示的強大威力，幾何問題的代數化處理，代數問題的可視化處理，把代數與幾何更加緊密地結合在一起。
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