1) Lu Qi-Keng domain
陆启铿域
1.
We deal with the Lu Qi-Keng conjecture on a class of Reinhardt domain,and know it is Lu Qi-Keng domain.
由陆启铿猜想在一类Reinhardt域上的解决,得到了一类Reinhardt陆启铿域,同时又给出了此域是非齐性域,从而得到一类非齐性的陆启铿域。
2) Lu Qikeng
陆启铿
1.
The work of Lu Qikeng is the earliest one.
20世纪末期,先后有四位学者论述了规范场与纤维丛的关系:数学物理学家陆启铿的研究最早发表,它表明抽象数学世界的纤维丛在物理世界获得了规范场这一对应物,纤维丛的客观实在性得到了体现;物理学家吴大峻与杨振宁的研究影响深远,它体现了纤维丛为规范场提供了基础性支持这一思想;数学家陈省身给出了一个本质性的总结:一维纤维的几何表示就是麦克斯韦方程(电磁场),它向二维推广就是杨-米尔斯方程(规范场)。
3) Lu Qikeng conjecture
陆启铿猜想
1.
The zeroes of Bergman kernel functions on bounded domains in Cn can be expressed by the Lu Qikeng conjecture mostly.
多复变数空间Cn中有界域的Bergman核函数的零点问题集中表现为陆启铿猜想。
4) Lu Qi-Keng's problem
陆启铿问题
5) land area
陆域
1.
The new ideas,new train of thoughts and new methods for coastline and land area layout planning and design of modern container port area are probed into on the basis of the accumulations from study and work.
以自己的学习和工作积累为基础,探索现代集装箱港区岸线和陆域平面规划设计的新理念、新思路、新方法。
2.
This paper introduces the general layout design for land area of Phase I Project of Songyu Port Area of Xiamen Harbour,and sums up the main difficult points of design to provide a reference for similar projects.
对厦门港嵩屿港区一期工程陆域平面设计进行总结,提出主要设计难点、要点,为类似工程提供参考。
3.
the character of harbour layout under condition of narrow land area are introduced in this paper and the problems which should consider in design are also proposed in it.
结合大连北良有限公司粮食码头工程 ,介绍在狭窄陆域条件下港口平面布置的特点 ,提出设计中应注意考虑开山石的利用 ,山体临海的港址码头轴线的确定 ,充分利用地形进行港口各不同功能区域的平面布置 ,开山与造陆相结合等问题。
6) Yinkeng
阴铿
1.
HeXun and YinKeng were two outstanding poets in the South Dynasty, and they two were famous with their exellent poetry, named "Yin&He" in the history of Chinese classic literature.
何逊和阴铿是南朝梁、陈诗坛两位优秀的诗人,二人以诗歌齐名,号“阴何”。
2.
YinKeng,who went everywhere after Hou-Jing Riot,focused on describing of rivers carefully,opening up writing of beam powder poet space on certain degree.
侯景乱后四处流离的阴铿善于写江湖景色,描摹景物独具匠心,一定程度上开拓了梁末诗人的写作空间。
补充资料：最启
1.在最前头;最先进。
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