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roger相关的网络例句

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与 roger 相关的网络例句 [注:此内容来源于网络,仅供参考]

While still a graduate student, he and Mathematician Roger Penrose developed new techniques proving mathematically that if general relativity is correct, singularities must exist.

当还是一个研究生时,他和数学家罗格·培恩罗慈发展了新的技术来精确地证明,如果普遍相对论是正确的,非凡现象肯定存在。

Working with mathematician Roger Penrose and using Einstein's relativity equations, he developed new techniques to prove mathematically that at the heart of black/holes were singularitiesinfinitely dense, dimensionless points with irresistible gravity.

他同数学家罗杰潘罗斯合作,运用爱因斯坦的相对论等式找到了新的计算方法来证明:在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

In the first "classical" phase of my career, my principal associates and collaborators were Roger Penrose, Robert Geroch, Brandon Carter, and George Ellis.

在我生涯的第一个"经典"相期间,我主要的合作者及助手有罗杰·彭罗斯、罗伯特·格罗许、布兰登·卡特和乔治·埃里斯。

Working with mathematician roger penrose and using einstein's relativity equations, he developed new techniques to prove mathematically that at the heart of black/holes were singularities—infinitely dense, dimensionless points with irresistible gravity.

他同数学家罗杰·潘罗斯合作,运用爱因斯坦的相对论等式找到了新的计算方法来证明:在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

Work ing with mathematician Roger Penrose and us ing Einstein's relativity equations, he developed new techniques to prove mathematically that at the heart of black/holes were singularities-infinitely dense, dimensionless points with irresistible gravity.

他同数学家罗杰。潘罗斯合作,运用爱因斯坦的相对论等式找到了新的计算方法来证明:在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

Working with mathematician Roger Penrose and using Einsteins relativity equations, he developed new techniques to prove mathematically that at the heart of black/holes were singularities—infinitely dense, dimensionless points with irresistible gravity.

他同数学家罗杰·潘罗斯合作,运用爱因斯坦的相对论等式找到了新的计算方法来证明:在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

Roger Penrose, who helped to develop black-hole theories, estimated as one in one hundred billion to the 123rd power the odds of a Big Bang producing by accident an orderly universe as opposed to chaos.

黑洞理论提出者之一的罗杰。彭罗斯估计,大爆炸偶然生成有序宇宙与生成混乱世界的可能性比是1比1000亿的123次方(1/101353)。

Working with mathematician Roger Penrose using Einstein's relativity equations, he developed new techniques to prove mathematically that at the heart of black/holes were singularities—infinitely dense, dimensionless points with irresistible gravity.

他同数学家罗杰·潘罗斯合作,运用爱因斯坦的相对 www.8t t t8.com 论等式找到了新的计算方法来证明:在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

Working wit h mat h ematician Roger Penrose and using Einstein's relativity equations, h e developed new tec h niques to prove mat h ematically t h at at t h e h eart of black/ h oles were singularities—infinitely dense, dimensionless points wit h irresistible gravity.

他同数学家罗杰·潘罗斯合作,运用爱因斯坦的相对论等式找到了新的计算方法来证明:在黑洞的中心是一堆密密麻麻的、无边无际的、具有巨大引力的奇异小点。

It tells the human story of numerous phi-fixated individuals, including the followers of Pythagoras who believed that this proportion revealed the hand of God; astronomer Johannes Kepler, who saw phi as the greatest treasure of geometry; such Renaissance thinkers as mathematician Leonardo Fibonacci of Pisa; and such masters of the modern world as Goethe, Cezanne, Bartok, and physicist Roger Penrose.

它告诉了无数人的故事披为关注焦点,包括毕达哥拉斯信徒谁相信,这一比例揭示了上帝之手;天文学家开普勒,谁看到了作为最宝贵的财富几何披;如文艺复兴时期的数学家列奥纳多斐波思想家个人,比萨; 1

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Do you know, i need you to come back

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Chapter Three: Type classification of DE structure in Sino-Tibetan languages.

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