由于计数和测量的需要,人类首先有了正整数的概念。随着人类社会的不断发展,在生产和生活实践中逐渐感到正整数的不够用而产生了正分数和零。为了表示相反意义的量又引入了负有理数,于是数的系统扩充为全体有理数。
... nucleus dorsalis nervi vestibuli 前庭神经上核 number concept 数概念 numerical range 数值范围 ...
基于60个网页-相关网页
导数概念 The Concept of Derivative
数学概念 mathematical concept ; Math concepts ; concepts of mathematics
程能力指数概念 cpk
概念数据模型 Conceptual Data Model ; CDM ; cdm power designer ; Conceptual Data Model-CDM
函数概念 the Function conception ; The Concept of Function
复数概念 Chinesenesses
基本函数概念 Elementary Function
数据库系统概念 Database System Concepts ; Database System Concepts Sixth Edition
关系数据库的概念 RDBMS
幼儿数概念的形成是一个复杂的过程。
It is a complex procedure for the formation of the children's numeral concept.
对于多属性决策问题,引进属性偏爱数概念。
The attribute preference number for multiple attribute decision making problems is introduced.
本文从灰色信息的内涵出发,给出了泛灰集与泛灰数概念。
The concepts of the hyper real set, universal grey set and universal grey number as derived from the connotation of grey information are proposed.
So, there's two kind of cartoons shown here that give you a little bit of an idea of what this quantum number tells us.
这里展示的两个图片,可以让你们对,这个量子数有些概念。
We'll get to oxidation number in the second half of this course, but it's not in any way the same idea as formal charge.
我们会在课程的后半部分讲到氧化数,但它和形式电荷完全不是同一个概念。
But now, it has come to light that they are the ones that do get credit for first really coming up with this idea of a spin quantum number, and it's interesting to think about how the politics work in different discoveries, as well as the discoveries themselves.
但现在我们,知道他们是,最先想出自旋量子数,这个概念的人,看各种发现中的,政治学是十分有趣的,和发现本身一样有趣。
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