Milnor
释义
[人名] 米尔诺；[地名] [美国] 米尔诺；
权威例句
The Milnor ConjectureThe Milnor ring of a global field
On the Milnor problem of group growth
Milnor numbers and the topology of polynomial hypersurfaces
Curvature and symmetry of Milnor spheres
Polyèdres de Newton et nombres de Milnor
Dynamics in One Complex Variable by John Milnor
The Invariance of Milnor's Number Implies the Invariance of the Topological Type
On the topology of Milnor fibr ations and deformations of singularities of mixed polynomials
Feigenbaum-Coullet-Tresser Universality and Milnor's Hairiness Conjecture
1. Milnor says that what he loves most about mathematics is “a feeling of miracles.
米尔诺尔说数学让他最喜爱的地方是那种“奇迹的感觉”。
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2. Milnor is also known as a great expositor, whose books are low on abstruseness and high on simple, common-sense explanations.
米尔诺尔也是一个伟大的解说者，他的书不会很深奥，更多的是简单、常识性的解读。
youdao
3. Before Milnor, no one had any inkling that this restriction made any difference; for spaces of three dimensions or fewer, it does not.
在米尔诺尔之前，没有人认为这个限制有什么影响；而对于三维以下的空间，确实没有影响。
youdao
4. John McCleary of Vassar College in Poughkeepsie, New York, who has edited Milnor's collected works, calls Milnor a master of understated elegance.
纽约波基普·西瓦·萨尔大学的约翰·麦克莱里编辑过米尔·诺尔的作品集，他称米尔·诺尔是一个低调优雅的大师。
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5. But Milnor constructed a seven-dimensional sphere (in fact, exactly 28 of them) that is too badly twisted to be unscrambled without creating corners and folds.
然而米尔·诺尔构造了一个7维球体(实际上是28个维度)，这个球体非常扭曲，无需通过创建拐角和折叠来解析。
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6. In 1956, Milnor produced a result that other mathematicians immediately recognized as a masterpiece for the ages: proving the existence of "exotic" 7-dimensional spheres.
1956年，米尔·诺尔证明了奇异的7维球体的存在，其他数学家立刻认识到这一成果是时代的杰作。
youdao
7. In 1956, Milnor produced a result that other mathematicians immediately recognized as a masterpiece for the ages: proving the existence of "exotic" 7-dimensional spheres.
1956年，米尔·诺尔证明了奇异的7维球体的存在，其他数学家立刻认识到这一成果是时代的杰作。
youdao
Milnor
