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1)  harmony and identity
和同
1.
The national unity and social stability are the main contents of the view of traditional “Hexie” (Harmony) which embodies the different ways of “Heyi” (the harmony and unity) and “Hetong” (the harmony and identity).
在实现和操作方式上,则主要有“和一”与“和同”等不同的进路。
2)  harmony but different
和而不同
3)  harmonious but different
和而不同
1.
The cultural logic of higher education under the background of globalization should be "harmonious but different".
全球化背景下我国高等教育发展的文化逻辑应当是“和而不同”。
2.
China always carries out the developmental model of "harmonious but different" in the fields such as economy,politics,culture and foreign affairs from her founding in order to keep world peace and development.
自从新中国建立以来,中国一直在经济、政治、文化和外交各个领域都奉行"和而不同"的发展模式,以求世界的和平和发展;而美国则在以上领域推行"同而不和",给世界和平与发展带来了截然不同的影响。
4)  harmony but not sameness
和而不同
1.
As the turning point occurs in the reform of China s modern news report genre,the author discusses its innovation and breakthrough with regard to content and form and analyzes the cause of super audio-visual phenomenon,so that in future,according to China s situation,news report can well connect local and global factors to reach "harmony but not sameness" and to achieve innovation.
通过中国近代报刊通讯体裁变革出现的"拐点",深入分析其在内容与形式上创新与突破,以及产生超视听现象的成因,以便今后根据中国的国情,在报道中如何超越,如何走本土化与全球化结合的路子,达到"和而不同",创新中国的新闻报道。
2.
Generally speaking,Chinese cultural spirit embodies the nature conception of harmony between the heaven and human,the contradiction conception of harmony but not sameness,the development conception of understanding of changes and keeping the mean,the practice conception of constantly be.
大略言之,中国文化精神体现为天人合一的自然观,和而不同的矛盾观,通变持中的发展观,刚健自强的实践观和尊亲尚德的社会观。
3.
The thoughts of “Harmony but not sameness” by confucius is advanced as a new proposition on the basis of inheriting and developing the theory of “the dispute between Harmony and Sameness” by Shibo and Yan Ying.
孔子在继承和发展史伯、晏婴“和同之辩”理论基础上提出了“和而不同”的新命题 ,这一主张不仅充满着朴素的辩证法因素 ,而且上升到人生哲理的理论高度 ,显示出深刻的思想意义。
5)  Harmonic homeomorphism
调和同胚
6)  harmonic morphisms
调和同态
1.
In this paper,we study quadratic harmonic morphisms between semi-Euclidean spaces.
在给出半定欧氏空间之间二次调和同态的结构方程之后,通过对结构方程的系数矩阵的分析及特殊坐标系的运用,推广Ou-W ood关于欧氏空间之间二次调和同态的结果,获得二次调和同态R3r→Rs2的分类。
2.
Two theorems are given to construct harmonic morphisms between semi Euclidean spaces in two ways, and Ou Yielin s corresponding results are generalized Some interesting examples of quadratic harmonic morphisms between semi Euclidean spaces are presente
研究半欧氏空间 Rmr → Rns 之间的调和同态。
补充资料:和同
1.指春秋时代两个互为对应的常用语。和谓可否相济,相辅相成;同谓单一不二,无所差异。和能生物,同无所成。 2.和睦同心。 3.调和。 4.伙同;合伙。 5."和光同尘"的略语。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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