Representation in Polynomial Form:可以通过初等变换转化成单项式和多项式和、差和积的形式,如 Factoring Polynomials:多项式可以分解为单项式和多项式的积,主要利用factoring,out, grouping, special formulas and special properties of equations can be used,如下: 特殊公式: First Binomial Formula:Power of an Algebraic...
Arithmetic, geometric, harmonic, and quadratic means 下载积分:6990 内容提示: THE DUBLII 7 JOURNA_L OF MEDICAL SCIENCE. MAY 1, 1894. PART I. ORIGINAL COMMUNICATIONS. ART. XIV.mArlts Geometric, H'armonlc, and Quadratic Means. By SIR CHARLES A. CAmEROn, F.R.C.S.I., &c. IT is ...
Then the following inequalities hold:n1a 1+ ··· +1a n≤n√ a1 · a 2 ··· a n≤a 1 + ··· + a nn| {z }Harmonic Mean| {z }Geometric Mean| {z }Arithmetic MeanIn all cases equality holds if and only if a 1 = ··· = a n .2. Power Means Inequality. The AM-...
Definition 1. If a = (a 1 ,...,a n ) is a positive n-tple then the arithmetic mean of a is defined by: (1) $${A_n}(\\\underline a ) = \\\frac{{{a_1} + ... + {a_n}}}{n}$$doi:10.1007/978-94-017-2226-1_2P. S. BullenD....
6) arithmetico-geometric-harmonic mean value inequality 算术-几何-调和平均不等式 补充资料:平均地租 资本主义社会中每单位面积(如亩、公顷)土地的地租的平均数,是地租总额同耕地总面积的比率,它表明单位面积耕地所能提供的地租水平。计算公式是: 一个国家平均地租额的高低,是同这个国家的单位面积土地的平均产量相...
2) arithmetic mean geometric mean harmonic mean inequality 算术平均值-几何平均值-调和平均值不等式3) arithmetico-geometric-harmonic mean value inequality 算术-几何-调和平均不等式4) geometric-harmonic mean 几何-调和平均值 1. Remarks on arithmetic-geometric mean and geometric-harmonic mean; 算术-...
geometric mean (redirected fromArithmetic-harmonic mean) Thesaurus Medical Encyclopedia Related to Arithmetic-harmonic mean:geometric mean geometric mean n. Thenth root, usually the positiventh root, of a product ofnfactors. American Heritage® Dictionary of the English Language, Fifth Edition. Copyrigh...
The arithmetic-geometric mean inequality (AGMI) is well known. 算术-几何平均不等式是一个著名的不等式,文献[1,2]给出它的加细,本文进一步改进文献[1,2]中的结果。 6) geometric-harmonic mean 几何-调和平均值 1. Remarks on arithmetic-geometric mean and geometric-harmonic mean; 算术-几何平均值...
Related to Arithmetic harmonic mean:Arithmetic geometric mean ge·o·met·ric mean the mean calculated as the antilogarithm of the arithmetic mean of the logarithms of the individual values; it can also be calculated as thenth root of the product ofnvalues. ...
2) arithmetic mean geometric mean harmonic mean inequality 算术平均值-几何平均值-调和平均值不等式3) Geometric-Harmonic mean inequality 几何-调和平均不等式 4) inequality of harmonic mean and geometric mean 调和-几何平均不等式 5) geometry average-arithmetic average inequality 几何算术平均不等式...