亞歷山大格羅恩迪克(Alexandre Grothendieck)——歐美有史以來最偉大的數學家

亞歷山大格羅恩迪克(Alexandre Grothendieck)——歐美有史以來最偉大的數學家在《歐美有史以來最偉大的數學家》中排名第29名。我們精選了部分網友觀點： ...

亞歷山大格羅恩迪克歐美有史以來最偉大的數學家在歐美有史以來最偉大的數學家中排名第29名。

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我們精選了部分網友觀點：

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他是有史以來最偉大的天才。他獨特的思維方式與其他數學家不同。他根本不像人類那樣思考，他的思維方式是可以想象或無法想象的最抽象和最普遍的方式。他獨特的追求是統一所有數學，事實上，創造一種新的數學，在這種數學中，所有問題，在他的新數學中，無論這些問題看起來有多困難，在他的新數學中變得微不足道。他試圖創造一種數學，在這種數學中，所有問題的解決方案都能自然地、毫不費力地展現出來。在他的數學中，問題不再相關，它們只是對這個終極數學的檢驗

The greatest genius of all times. His unique mind worked differently than of any other mathematician. He simply did not think like a human being, his mind worked in the most abstract and general ways imaginable (or unimaginable). His unique quest was to unify all mathematics, in fact, create a new mathematics in which all problems, no matter how hard they may seem in the current mathematics, become trivial in his new mathematics. He attempted to create a mathematics in which all solutions to all problems reveal themselves naturally and effortlessly. In his mathematics, problems are no longer relevant, they are just mere tests of this ultimate mathematics.

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他獨特的數學方法令人難以置信。他是數學家中最偉大的抽象和概括能力的人。他都來自一個飽受戰亂和教育水平極低的蒙彼利埃。他被認為是埃瓦里斯特·加洛瓦（Evariste Galois）的自然繼承人。他才華橫溢，工作能力極強，擁有大量由于他的工作，代數幾何學現在是最重要的研究課題之一，在數學和其他學科物理、統計學方面都有很多應用。他是建造新房子的大師，而其他數學家仍在建造一些家具

His unique approach to mathematics was unbelieveable. Greatest power of abstraction and generalization ever seen in a mathematician. All coming from a country in war and a very poor education (Montpellier). He is considered as the natural successor of Evariste Galois. He was brilliant and had a great capacity of work (with a vast amount of sheets after his death). Thanks to his work, Algebraic Geometry is nowadays one of the most importants topics of research with a lot of applications (both in mathematics and other disciplines (physics, statistics...). He was a master in building new mansions while other mathematicians were still building some furniture.

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數學史上最偉大的天才。在數學的某一個領域，沒有人能比Geothendieck更擅長代數幾何

Greatest genius in math history. Nobody was better in a single area of math than Geothendieck was at algebraic geometry.