词条 | Fields Medal |
释义 | Fields Medal award officially known as International Medal for Outstanding Discoveries in Mathematics ![]() ![]() Fields MedalistsThe International Mathematical Union's executive committee appoints Fields Medal and Nevanlinna Prize committees, to which national committees may suggest candidates in writing to the secretary of the International Mathematical Union. The medals have been presented at each International Congress of Mathematicians since 1936. (See table (Fields Medalists).) The Fields Medal is a good indicator of current fertile areas of mathematical research, as the winners have generally made contributions that opened up whole fields or integrated technical ideas and tools from a wide variety of disciplines. A preponderance of winners worked in highly abstract and integrative fields such as algebraic geometry and algebraic topology. This is to some extent a reflection of the influence and power of the French consortium of mathematicians, writing since 1939 under the name of Nicolas Bourbaki, which in its multivolume Éléments de mathématiques has sought a modern, rigorous, and comprehensive treatment of all of mathematics and mathematical foundations. However, medals have also been awarded for work in more classical fields of mathematics and for mathematical physics, including a number for solutions to problems that David Hilbert enunciated at the International Congress of Mathematicians in Paris in 1900. A marked clustering of Fields Medalists may be observed within a few research institutions. In particular, almost half of the medalists have held appointments at the Institute for Advanced Study, Princeton, N.J., U.S. |
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