function of several variables 中文意思是什麼

function of several variables 解釋
多元函數
  • function : n 1 功能，官能，機能，作用。2 〈常 pl 〉職務，職責。3 慶祝儀式；（盛大的）集會，宴會。4 【數學】...
  • of : OF ＝Old French 古法語。
  • several : adj 1 幾個的；（二以上）多個的；數個的。2 各不相同的；種種的。3 各自的，各個的。4 專有的，獨占的...
  • variables : 變量
  1. In this papery we discussed the the extremum of function of several variables, and generalized the result of paper [ 2 ], then we give the method of solving the extrme value of n - component function using first class partial derivative

    摘要討論了多元函數極值的問題，推廣了文獻[ 2 ]的結果，並給出了利用一階偏導數求多元函數極值的方法。
  2. In the whole tariff taxation policy ' s framework and in the point of the connotation, this article defines tep as : the measures to make best benefit of protection by optimizing tariff taxation structure, and it is also the measures to maximize to the value of " tariff tax policy function ", which contains several variables such as foreign investments, industry, import and export, tariff revenues, trade relations and so on

    本文認為關稅有效保護的內涵就是實現其政策目標的基本手段，即「在調整關稅水平時優化關稅結構」 。並在整個關稅政策框架內，從這一內涵出發，將「關稅有效保護」定義為「通過在調整關稅總體水平過程中優化關稅結構這一基本手段，實現關稅保護效果的最大化，也就是實現包括外商投資、產業、進出口貿易、關稅收入、國際經貿關系等變量在內的關稅目標函數值的最大化」 。
  3. His current research is focused on applying geometric function on several complex variables and application of mathematics on industrial and financial applications

    研究方向多復變數幾何函數論數學在工業與金融中的應用
  4. Therefore, computation of the bergman kernel function by explicit formula is an important research direction in several complex variables. up to now, there are still many mathematicians working in this direction

    因此，如何求bergman核函數的顯表達式一直是多復變函數論的一個重要的研究方向，至今仍吸引著許多數學家對此進行研究。
  5. The study of analytic function spaces in several complex variables is not only shorter than the study of analytic function space in one complex variable, but also the characterizations of function properties on analytic function spaces have been much complete

    在多復變數中，對于解析函數空間h ~ p 、 d ~ p等的研究，歷史雖沒有單復變長，但空間中解析函數的刻劃，也已達到了較完美的程度。
  6. We have the following results. part i the computations of the bergman kernel functions the bergman kernel function plays an important role in several complex variables. s. bergman introduced the concept of bergman kernel function in 1921 when he studied the orthogonal expansion on d in c and he generalized it to the case in several complex variables in 1933

    Bergman核函數的顯式表達bergman核函數在（單、多）復變函數理論的發展過程中起著十分重要的作用， bergman在1921年研究復平面中區域d上的正交展開，其研究結果導出了一個核函數k _ d （ z ， ） ， （ z ， t ） d d 。
  7. New method of extreme value of function of several variables

    多元函數極值的一種新方法
  8. Several notable problems in the teaching of function of several variables

    多元函數教學中應注意的幾個問題
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