柯西不等式 的英文怎麼說
中文拼音 [kēxībùděngshì]
柯西不等式
英文
cauchy inequality- 柯 : 名詞1. [書面語] (草木的枝莖) stalk or branch2. [書面語] (斧子的柄) axe-handle; helve3. (姓氏) a surname
- 西 : west
- 不 : 名詞[書面語] (剁物所用的木墩) a block of wood
- 等 : Ⅰ量詞1 (等級) class; grade; rank 2 (種; 類) kind; sort; type Ⅱ形容詞(程度或數量上相同) equa...
- 式 : 名詞1 (樣式) type; style 2 (格式) pattern; form 3 (儀式; 典禮) ceremony; ritual 4 (自然科...
- 等式 : [數學] equation; equality等式約束 equality constraint; 等式組 equality system
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Cauchy - inequality is a very important inequation, which can be properly used to solve some relatively difficult problems
柯西不等式是一個重要的不等式,靈活地應用它,可使一些較為困難的問題得以解決。Cauchy - inequality is an important inequation, which, when applied deftly ( or skillfully ), can be used to solve some relatively difficult problems
柯西不等式是一個重要的不等式,靈活地應用它,可使一些較為困難的問題得以解決。Then the application of cauchy - inequality is illustrated by proving a proposition or an inequation, solving a triangle, and finding a solution to an equation or the maximum value & minimum value of a function
然後給出了柯西不等式在命題證明、不等式證明、求解三角形問題、函數最值、解方程等方面的應用。This article gives a description of cauchy inequality under the restricted condition of the variables ad proves it through mathematical induction, and at the same time presents some instructive results
摘要本文介紹了在變量限制條件下的柯西不等式,同時用數學歸納法予以證明之,順便給出了一些有意義的結果。This article discusses the internal cause permeability and unitly of cauchy inequality in different fields
摘要討論了柯西不等式在不同領域的內通性、滲透性和統一性。Abstract : to settle the numbers of groups, the moth and features of group sampling are analysed, and its estimator is goven. then using cauchyschwartz unequility, it seeks the best apportion with finite cost
文摘:為了確定分類抽樣的各類單位數,分析了分類抽樣的抽取方法和特點,同時給出其簡單估計,然後利用柯西-施瓦茨不等式推導出在給定調查費用情況下的最優分配In this paper, cauchy - inequality is firstly proved by some methodologies
本文首先用幾種方法對柯西不等式進行了證明。Abstract : with structural matrixes and the result of thesis [ 1 ], a class of sum ( product ) inequalities can be proved and cauchy inequality and some results in the existing articles can be generalized
文摘:本文通過構造矩陣和利用文[ 1 ]的結果,證明了一類和(積)式不等式,推廣了柯西不等式及一些已有文獻中的結果。分享友人