1) Gao Bing
高棅
1.
Gao Bing and the Fixed Four Periods of the Tang Poetry;
高棅与“四唐”分期的定型
2.
The Collection of Tang Poem compiled by Gao Bing,a poetician in the early Ming Dynasty,is the most influential anthology of Tang poetry in the Ming Dynasty.
明初诗学批评家高棅编选的《唐诗品汇》是明代最有影响的唐诗选本,也是以评选结合方式来体现自己诗学批评思想的重要的诗论著作。
2) GaoBing
高棅
1.
On the Gaobing s Theory of “Sound Pure";
高棅“声律纯完”说辨析
2.
One of its members who named GaoBing had served Hanlin Academy for more than twenty years.
闽中诗派是明初诗歌创作的重要力量,其成员高棅在翰林二十余年,编选《唐诗品汇》,为明代的翰林院诗歌创作确立了宗师对象,影响深远。
3.
GaoBing\'s was finished by the year of 1393,which is the 26th year of HongWu in the Ming Dynasty.
高棅的《唐诗品汇》编成于明洪武二十六年(1393),凡九十卷,共选作者六百二十人,诗五千七百六十九首。
3) Four Angles on Gao Bing Poetics
高棅诗学研究四题
4) High
[英][haɪ] [美][haɪ]
高
1.
Chinese character "high" is a word of high frequency which appears in poems of the Tang Dynasty.
唐诗中,"高"是一个出现频率很高的词语,由于其是常见词,对于"高"义在唐诗中的正确理解,注释和辞书很少作较为全面系统的解释。
2.
The word“high/low”in spatial adjectives is very important, but less relevant research.
儿童空间语义的认知能力随年龄的增加而增长,比如,儿童对空间维度词的使用是由简单向复杂、由具体向抽象、由本义向抽象域的隐喻意义逐渐发展映射的,其中空间维度词“高/低”是很重要的一对,但相关研究较少。
5) height
[英][haɪt] [美][haɪt]
高
1.
On distance-regular graphs with height one and three;
高是1和3的距离正则图
2.
This paper discusses the characteristics of cyrve ,slope and height of Shuang Xi Kou Bridgeand introduces the selecting and chelking computation of piers in view of these characteri stic
阐述了双溪口大桥弯坡斜及高的特点 ,并针对这些特点如何选择墩的形式及验算。
3.
Using a triangle’s height and length of the angular bis ector,some segregative inequality chains of Eular Inequality are deduced.
利用三角形的高、角平分线长给出欧拉不等式R≥2r隔离的几个不等式链。
6) altitude
[英]['æltɪtju:d] [美]['æltə'tud]
高
1.
By using theory and method of distance geometry we study inequalities for the volume and altitudes of an n-dimensional simplex in the n-dimensional Euclidean space E~n.
利用距离几何的理论与方法研究了n维欧氏空间E~n中n维单形体积与高线之间的不等式关系,建立了涉及单形体积与高线的一类不等式,运用它得到了单形的一些重要不等式。
2.
type factional inequalities concerning to the volume, altitude and the distance from an interior point to the side facet for an n-simplex.
引入两个单形之间的一种新度量,使得全体n维单形集合成为一个度量空间,应用这种度量方法,证明了涉及n维单形体积、高和单形内点到侧面距离的Jani R。
补充资料：权棅
1.见"权秉"。
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