1) Spatiality
[,speʃi'æliti]
空间性
1.
The Spatiality and Spatial Changes of Danwei Compound in Chinese Cities: Case Study of Beijing No.2 Textile Factory
中国城市单位大院的空间性及其变化:北京京棉二厂的案例
2.
A Phenomenological Thinking of Spatiality——Heidegger's Interpretation of Another Survival Dimension
“空间性”的现象学沉思——另一种生存维度的海德格尔诠释
3.
The paper argues that the social-spatial process is the exclusive knowledge domain of planner and much attention should be paid to spatiality in the development of urban planning academic.
从城市规划职业实践领域的变化、城市规划职业的认同危机、规划师独特的知识领域三个方面对西方城市规划职业实践进行了简要的回顾与分析，指出社会—空间过程是规划师独特的知识领域，城市规划学科本体的建设应该强调空间性，这是重塑城市规划职业认同的重要途径。
2) linear space
线性空间
1.
Analysis of the real image and the ideal image of plant artistic conception in linear space;
解读线性空间中植物意境审美的“实”像与“虚”像
2.
Properties of s-orlicz convex functions in linear spaces;
线性空间中s-orlicz拟凸函数的性质
3.
Transferable conditions from metric linear space to F-normed and seminormed linear spaces;
距离线性空间成为赋准范、赋拟范线性空间的条件
3) spatial properties
空间特性
1.
It has been proven that the abnormal visual experience during the critical period can affect the spatial properties of neurons in visual cortex.
研究证实 :发育早期异常视觉经验可影响皮层神经元的空间特性 ,弱视视功能损害涉及多个脑区并与皮层神经元空间特性的异常密切相关 ,弱视是视觉神经通路多方位、多层次损害的综合。
5) attribute space
属性空间
1.
Based on analyzing the relationship between the system attribute space and the mission attribute space of SEA method,a SEA-based calculating model which offers a suitable way to use SEA method is presented.
针对SEA方法的不足,在分析SEA方法系统属性空间和使命属性空间关系的基础上,提出了一种基于SEA方法的计算模型,为SEA方法的实际应用提供了一条途径。
2.
Separated arbitrary object(X) and its attribute space(X*) from conception,call it Er-Xiang system;Discover it is a most valuable realm and discover that the crux of parameter space in mathematical model;This is the theory including that tow-phase theory in physics and dual theory in mathematics and the law of the unity of opposite in philosophy and Yin-Yang theory in the East philosophy.
从概念上把任一客观对象分做虚(X*)实(X)两个层次来研究,形成“二象系统”,着重就任一对象与其属性空间的所谓典型“二象系统”来讨论;通过概念的深入分析和数学描述,发现这是一个极具前景的领地;揭示出数学式中参数空间的客观实在;发现这是个以物理学中“二相”论,数学中“对偶”论,哲学中“辨证”论和东方哲学中“阴阳”论为其特例的,因此是有望统一上述多个独立、平行发展的既有分支的一门基础学科领域。
6) Neutral space
中性空间
补充资料：连续性与非连续性(见间断性与不间断性)
连续性与非连续性(见间断性与不间断性)
continuity and discontinuity
11an父ux泊g四f“山。麻以角g、.连续性与非连续性(c。nt，n琳t:nuity一)_见间断性与不间断性。and diseo红ti-
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条