The analysis of the negative space in residential area;
居住区消极空间改造浅析
Research on the negative space of regeneration in colleges;
校园消极空间再生性研究
The conception with classfication of negative space was expanded according to the situation of modern residential area.
根据现代居住区的状况,扩大了居住区消极空间的概念,并对其进行了分类,提出了解决方法,得出改善与利用消极空间是建造优质居住环境和提高城市环境质量的重要内容。
In contrast, they experienced far less negative emotional factors, such as, "depression/agitation", "humiliation", "oppression" and "tension", dur.
中国女性在试用乳液时,有能提取到“快活、爽快,充实、安逸、优越”之积极的感情因素,而难以提取到“忧郁、动摇,羞耻,压迫、紧张”之消极的感情因素的倾向。
China Gated Communities:The Negative Social Effects of Social Differentiation
中国封闭社区——社会分异的消极空间响应
Urban Green Spaces in Negative Coping Strategies--Asan Example to Zhang Jiajie City
城市绿地中消极空间的应对策略——以张家界市城区为例
a unit consisting of electrodes and the space between them.
组成电极的单位和电极之间的空间。
space charge limited diode
空间电荷限制二极管
I intend to ascend the space between as well as the space without.
我意愿提升两极空间以及一致空间。
Disk SpaceManage the amount of disk space taken by messages
磁盘空间管理消息占用的磁盘空间数
Vanishing Space: Primary Research of Urban Subordinate Space
不断消逝的空间——城市非主流空间初探
From Consumer Space to Consumption of Space:Urban Tea Houses During Ming and Qing Dynasties;
从消费的空间到空间的消费——明清城市中的茶馆
lying between two extremes in time or space or degree.
处在时间、空间或者程度的两极的中间。
Limited Set and Limited Operator in Banach Space;
Banach空间中的极限集与极限算子
Minmax Theorems For Vector-valued Mappings on G-Convex Spaces(Ⅱ)
G-凸空间上的向量极小极大定理(Ⅱ)
A Minimax Inequality in FC-Spaces and Its Applications
FC-空间的一个极大极小不等式及应用
Maximal Space-like Submanifoids in De Sitter Space;
De Sitter空间中的极大类空子流形
A very short space of time through very short times of space.
在极短暂的时间内，穿过极小的一段空间。
Liberty:Positive or Negative?--A Study on Fromm s and Berlin s Different Views of Liberty;
自由:积极的还是消极的?——在弗洛姆与伯林之间
On the Passive Competition of Local Governments and Its Governance;
论地方政府间消极竞争行为及其治理
Space and Time are the Yin and Yang of programming.
道之初，带来了空间和时间，所以，空间和时间是编程的阴阳两极。
Saddle Theorem and Ky Fan Minimax Theorem in the P-space;
P型空间中的鞍点定理与极大极小原理