geometric algebra 中文意思是什麼

geometric algebra 解釋
幾何代數學
  • geometric : n. 有幾何圖形的東西。adj. 1. 幾何學的,幾何圖形的。2. 按幾何級數增長的。adv. -rically
  • algebra : n. 代數學。
  1. Negative matrices over a c - algebra and geometric mean of two positive definite elements

    代數上的非負矩陣與正定元的幾何平均
  2. Savchenko v. function representation in geometric modeling : concepts, implementation and applications. the visual computer, 1995, 11 : 429 - 446. 23 rvachev v l. geometric applications of logic algebra

    盡管相交曲線是逼近計算的,相關的頂點還是用超形的參數化形式計算的,表明它們屬于隱函數的零集,但不會精確地位於理論上的相交曲線上。
  3. Geometric algebra analysis of quantum pure state and mixed state

    量子純態與混合態的幾何代數分析
  4. The orthogonality basis of geometric algebra is used to convert the quantum master equation into state space model ; the equation is divided into several parts matrix is analyzed to show its compact on the evolution and the dynamics of the system

    本文從量子主方程模型出發,選取一組合適的完備正交基將主方程模型轉化為實向量空間上的利於設計控制方案的狀態空間模型,並基於此模型針對一個典型的二能級量子系統設計最優控制方案,模擬結果驗證了方案的有效性。
  5. 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。
  6. The model made rough classification to the human ears first according to their geometric features, then ica was used to extract the algebra features and support vector machine ( svm ) was for detailed classification, finally the results were achieved, which was in accordance with human natural recognition process

    該模型首先根據人耳的幾何特徵對人耳進行粗分類;然後應用獨立分量分析的方法提取代數特徵,支持向量機進行細分類,最後給出分類結果。
  7. 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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