• 正是因为有了这些学校,我们的早期技工普遍能读会写,精通算术部分几何三角,这种情况英格兰和大西洋中部各州尤为可见。

    especially in the New England and Middle Atlantic states, were generally literate and at home in arithmetic and in some aspects of geometry and trigonometry. (NETEM 1996 Passage 4, paragraph 3)

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  • 数学学科很多的领域算术只是起到次要作用,例如逻辑学几何

    There are entire fields of mathematics where numerical manipulation is peripheral: logic and geometry, for example.

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  • 算术天文几何本来就是中世纪学校部分标准课程这些课程引起了教皇尔贝特的热情本身就是非同一般的,也不是闻所未闻

    Arithmetic, astronomy and geometry were a standard part of the curriculum in medieval schools, making Gerbert's enthusiasm for these subjects unusual, but not unheard of.

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  • db 2 batch工具算术几何图形格式性能进行了概括

    The db2batch tool summarizes the performance results in an arithmetic and geometric format.

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  • 根据希腊材料拉丁文选编算术几何天文初等读物。

    Using greek sources, he compiled in latin selections from elementary treatises on arithmetic, geometry, and astronomy .

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  • 算术代数几何三角数学分科。

    Arithmetic, algebra, geometry, and trigonometry are branches of mathematics.

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  • 算术符号书写出来图形几何图形绘画出来公式

    Arithmetical symbols are written diagrams and geometrical figures are graphical formulas.

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  • 印度人和阿拉伯人的闯劲算术代数次提高几乎几何并驾齐驱的地位。

    Hindu and Arab venturesomeness brought arithmetic and algebra to the fore once again and placed it almost on a par with geometry.

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  • 算术运算几何运算紧密结合起来,形成新颖平面图形表达方法

    It makes a close combination of arithmetic and geometric operations, forming a new way of expression of plane figures.

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  • 本文提出了结合椭球算法仿算术方法求解鲁棒性几何规划。

    A new method that combines the ellipsoid method and affine arithmetic is presented.

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  • 然后根据算术均值方法、几何均值方法调和均值方法,构造一个综合权重均值函数本文的研究提供了数学方法

    Then, formulate a general weight function based on weight arithmetic, weight geometric and weighted harmonic mean, which provides math mean for the study.

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  • 系统地讨论代数多项式算术-几何均值定理原型几何规划理论作出了简明推导分析

    This paper discussed the theorem of the average arithmetic geometric mean of algebraic polynomials systematically, then derived and analyzed the original geometric programming (GP) briefly.

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  • 亚式期权两种理论上表示方式,即采用算术平均法计算资产价格平均值采用几何平均法计算资产价格的平均值。

    There are two means to measure the average prices of the assets in an Asian option theoretically: with the arithmetic average and with the geometric average.

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  • 本文概率方法证明关于个相异的正数几何平均对数平均、指数平均算术平均的不等式关系

    In this paper, we prove the inequality relations of arithemetric mean, logarithmic mean, exponential mean and geometric mean for two positive numbers by using probabilistic method.

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  • 本文前人研究基础上,结合自己所做一些工作分别推导出了没有中间红利的几何平均算术平均亚期权的定价公式。

    Based of the former conclusions of others and some works of myself, the article deduced the pricing formula in the case of the arithmetic average and geometric average of the stock price.

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  • 得到几何算术平均不等式几何调和平均不等式一些矩阵形式

    Some Matrix version of Geometric-Arithmetic mean inequality and Geometric-Harmonic mean inequality are obtained.

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  • 参照一篮子期权几何平均B-S期权定价模型给出基于实物期权多项土地资源储备与开发算术平均收益夏普比率优化目标函数

    The objective Sharpe ratio function of land development arithmetic average value portfolio is deduced based on the geometric average B-S model of the basket options in the paper.

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  • 结论表明几何平均综合矩阵一致性指标要小于各决策矩阵一致性指标的算术平均数

    The conclusion indicated that the consistency of GMJ was less than the mean of the consistencies of judgments.

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  • 本文把有限个数的调和、几何算术加权平均值不等式推广到无穷多个数的形式和广义积分的形式。

    In this paper, we prove the infinite weighted mean inequalities. Furthermore, some results are established in infinite integral case.

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  • 物理量数学平均值算术平均值几何平均值多种表达形式,这些数学平均值所表达物理含义是不同的。

    The mathematical mean of the physical quantity has multiple expressions forms, including arithmetical mean and geometric mean, etc.

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  • 教程算术皮埃尔塞尔反映了这种用法因为这样短语算术算术代数几何

    Course in Arithmetic by Jean-Pierre Serre reflects this usage, as do such phrases as first order arithmetic or arithmetical algebraic geometry.

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  • 印度几何肯定是从希腊他们算术确有特殊才能

    The geometry of the Hindus was certainly Greek, but they did have a special gift for arithmetic.

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  • 核心提示:数学测试部分,共六个方面内容组成了个部分的得分:算术初级代数中级代数、几何坐标平面几何三角形

    In the Mathematics Test, three subscores are based on six content areas: pre-algebra, elementary algebra, intermediate algebra, coordinate geometry, plane geometry, and trigonometry.

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  • 知识资源使用价值几何级数增长 ,而知识资源交换价值则呈现算术级数几何级数交互增长。

    The exchangeable value of knowledge resources has non equal valuableness, duality of non stability and stability, and expansibility.

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  • 知识资源使用价值几何级数增长 ,而知识资源交换价值则呈现算术级数几何级数交互增长。

    The exchangeable value of knowledge resources has non equal valuableness, duality of non stability and stability, and expansibility.

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