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- de sitter universe 德呜宇宙,德西特宇宙
- einstein de sitter universe 爱因斯坦 德呜宇宙
- We introduce briefly the de Sitter invariant relativity and the Mach principle inspired by the dark universe proposed by Chinese scholars. 简单介绍我国学者提出的德西特不变的相对论;以及由暗宇宙启示的马赫原理.
- The discovery of the AdS/CFT correspondence and the expanding universe motivated the investigation of QNMs in de Sitter and anti-de Sitter space-time in past few years. 近几年，Anti-de Sitter与共形场对应以及膨胀宇宙的促使人们去研究de Sitter以及Anti-de Sitter时空背景中的似正规模。
- De Sitter's spacetime is empty, expands at an accelerating rate and is very highly symmetrical. 德西特时空十分对称，里头空无一物，会加速膨胀。
- In this paper,an intrinsic condition for a Compact Space-like hypersurface with constant scalar curvature in a de Sitter space to be totally umbilical is obtained. 在这篇文章中;讨论了具有常数量曲率的拟紧致超曲面;并给出了它是全脐子流形的一个全脐条件.
- In this paper, an intrinsic condition for a Compact Space-like hypersurface with constant scalar curvature in a de Sitter space to be totally umbilical is obtained. 摘要在这篇文章中，讨论了具有常数量曲率的拟紧致超曲面，并给出了它是全脐子流形的一个全脐条件。
- A Vaidya Bonner black hole in De Sitter space is discussed. This paper gives the solution of the Klein Gordon equation near the event horizon, from which one can get both the Hawking temperature and the formula of thermal spectrum. 讨论了DeSiter时空背景中的Vaidya－Bonner黑洞，给出了Klein－Gor－don方程在黑洞视界附近的渐近解，得到了Hawking辐射温度和热谱公式
- Event Horizons of Auti - de Sitter Space - time 时空的事件视界
- THERMAL EFFECT OF VAIDYA BONNER BLACK HOLE IN DE SITTER SPACE De Siter时空背景中Vaidya-Bonner黑洞的热效应
- The earth is only a speck in the universe. 地球在宇宙中只不过是一个小点罢了。
- We begin to plumb the mysteries of the universe. 我们开始探索宇宙的奥秘。
- Global Pinching Theorems of Space-Like Submanifolds in the de Sitter Space 空间中的类空子流形的整体拼挤定理
- Global Rigidity Theorems of Space-like Submanifolds in de Sitter Space 空间中类空子流形的整体刚性定理
- The spaceship traveled smoothly in the universe. 太空船在宇宙里平稳地飞行。
- Beltrami-de Sitter spacetime and de Sitter invariant special relativity 不变的狭义相对论
- Some Complete Space-like Hypersurfaces in Locally Symmetric de Sitter Space 空间中的一类完备类空超曲面
- I have no idea how large the physical universe is. 我不知道物质世界有多大。
- It is hard to imagine the scale of the universe. 很难想像宇宙有多大。
