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所跟帖: ƽÕý ºÃÓÃµÄ Math Editor   2021-05-02 07:44:38  


作者: ³ú¼é¶Ó   ÞDÊ®ÁùÄêǰ´ó¼~¼sµØ…^Ò»„t‘Ò°¸:ÕlÊÇ”µŒWȦÑeµÄ¶¡´ºÇï? 2021-05-02 20:13:54  [点击:1636]
ѧеֹ ߣֿ
: ־ǿ , 2005-07-29 , 6479 , Ķ 117
ߣֿ

1. ƽ
Щ¶һӻƽǶġ

ƽҼʮʶҲһֱѣѧңڹʱСΣȻûرҲdzɾȻҵ󾭹һۣǰڴ˼һѧ쵽 tenure ˾ĽڡҲǶʱרĹȣƽʮˣȻǹһ˻¡ԺˬҲԴΪ⣬ϲ˴һļߵ㲻˵ÿﶬڻǹɽԣÿֺǺǣҲÿڡ ֻ˵꣬·ӣ׵ãҺȻͬһأĻȴԽԽˡ

˵ҵƽڣΪһСССǰӹڶѧѧϵҵһУʦһλδʦѧλոչʸԣ漸ɢɢġڹʱСĸĸæ֪ͼлᱨһ¡ С̸ΣҸоЩݻ̣ѧϲ֪øʲôá Сӣ ˵ Ҵȥƽڣú̸̸

ҵƽں˵⣬ƽڳһ֣ Ϲ֣ⲻҪô

˵ ĶĻСֵ˲ţdz㲻úø⽭ϵļˣһҪΪǰ;ء˵ֵ֣ܺһβˣҲúúþ۾ۣ

ƽЦ˵ ǸúúúһˣɣʮĽ¿һҴ˹ݣȥǶ߳ԱΣ

2.
һСơ¶ǣƽڵֱ⣺ Сֵܣ㿴С˵𣿡

СЩԻ󣺡 Ȼڴѧ

ƽ˵ йѧѧģûвġǵð˼ʱʱڹѧãϵͳĸоԱһǼȥ棬ļ飬ûһѧ飬ȫС˵dzԾӣЦŸǣѧûһǾͨġýʱйѧϺᣬ󱱾һһٶڻȷɻɽûʲô˵ģշһͬ⣬С˵ЩоԱȻԡ ϼһﻹͶƱѡϲ½ʲôȻһͨ¡ ӹľ£ʲôĹɣĪ

Ц˵ ǵû˵С˵dz˵ͯ

ƽ˵ ⶼDZϴг˿ͯģǸ񾭲һԭģ˵򵥣ѧʵϾ֣ǽڹڹѧ˼ʮ꣬ԽԽоһ㡣

С˵ ʦǫǫӣųߣûġ

ƽڹЦ˵ ѧǰװŽⶼһ㣬Ҫʲô 书ֻҪ书ȺʲôҪ ѧҲһҪѧֻҪʲô⣬ôҲ÷㡣صѧҲһҪľϰѧдƼţҪ˵ѧ˭˭ǿ Borel ڻ¼˵ÿ IAS ϼһȤ֮һǸ Postdoc ˭˭ʵû˵ϼһֹֻ Postdoc ڸѧȻӲ˵Ȧ˭ﶼ˭˭ǿ˭˭һ

С˵IAS һֻ߸ڣôܸѧ

ƽҡͷ˵ ֪߸˵ǿľ֡ һ˸ Weil һƪ paper Weil ߾˵СʹҲ϶ǴġȻ Weil ۹⣬ν档һΣʮǰҵϰ֮дһƪ paper 200 ҳdz technical ӵҪȥ Deligne Deligne ӿǰԾ˵дչȻˡǺ߹һ֪м书һǺǣ߸˿ɶ˾ġ

˵ ڹڵʱ˽ѧῪᣬϵλһҪм䣬ĴӣӣӣȵȣҪ˭ղŵǰ棬Ǿ˴鷳ˡ

ƽЦ˵ һ˶ũũªϰںһġʵҲ⣬ǵ Polya ڻ¼˵ Hermann Weyl ETH ͬ¶꣬ Weyl ٸ˵ϼһﵽҲף Weyl DzԸ˵ǿ뿴ŷôԸ˵Ἰӡ

СҲЦ˵ ҿɾ˵ѧϰ⼯ġ

ƽЦ˵ һش书˵ӣѧҲһɽͷ֮以ʣһЩѧѧϵɽͷ֮ΪһЩӬͷСһִ˶ƣÿ꿪һεѧҴᣬһɽ۽Ӣεսÿζֵòˡ

˵ ϴε ICM ڱã迪˹磬ġ

С˵ йҲѧҴˣۣҪء

ƽ˵ ֪ʲôй˿ѧҴᣬŻѸͽǽ Ȼˣƣ˽ҴҲеøɽͷ˼

˵ ֣ΪӣʱҲҪ裬Dzǣ㣬йѧʲôʱܸһ

ƽڳ̾һ ôף˵ѧⶫһĻͳûм˵ŬһϣûС㿴ЩѧģһģԺ֣оĺ󶼲ѧҾǡ˵йѧˮƽdzйˮƽһ·ɫ

СЦ˵ ⲻձôԻ¡

ƽҲЦ˵ йǣåѧҲһϳˣع󾭳ſڿӣһ˸Ϲ壬۸ˣ˵йҪѧˣʵڸԼ̺ôӳäȻгɳʡ롣ҾҪһҪй籭ھʱ򡣡

ЦIJĿ

СֹסЦ˵ ƽڣҽǿ۽磬ܲٸҶིѧ

ƽ˵ ҵôָ꣬Ҳö֮Ҳ֪ôˣԽԽЩѧǶС˵㵽ԼҲͿˣһ

˵ 㵽׼Щʲôˣ

ƽ˵ ˵ɣܣĴˣаϵ۱ؤУ˷Ǻӣͷ磬ΤСȺȵȣлɽɣɽɣɣüɣɣ澭ģģоģ߻ħģܸģƸɱģʲôС

Сҡͷ˵ Щ˭ѽ

ƽ˵ ȱæԺԺˡ

ʣ ˭Ƕ

ƽڵһ˵ Ϲ֣֪ʡ Ȼƽ˵˸֡

СĿɿڴӣƽںҶЦ

3. Ů
˵ ֣ѧ磬Ҷͬ⡣һѧȻͬС˵ﵽŮЩߣȥѧϵмŮģ˭Ưģ

ƽ˵ Ҳѹ֣ŮͲӦѧѧʵֻѧκۿѧǸҪʱ concentration Ů˵˶ʮ꣬ҪǼӵ⣬Ļпܳʱؼоѧ Weyl ˵ There are only two women in mathematics one is not mathematician one is not womanǺǣ˵Ůˣһ Sofia Kovalevskaya һ Emmy Noether λĻڻϵء Kovalevskaya Ư paper ˭֪DZɫԵϰ Weierstrass дġ Emmy Noether ۴ӳൽоֹûһŮ˵ģһеġ

С˵Weierstrass ôʵ벻

ƽЦ˵ ִѧļͷӣ Weierstrass ġ

˵ ֲѧϵĹرء

ƽ̾˵ ѧϵŮ٣һŮҲԸ޸ѧϵˡһûǮѧϵһʲôˣûӡһѧ⣬£꣬ݽȥ֮ÿ·룬Է룬ϴ룬һ˻и°࣬ȫ 24 Сʱÿ춼ģ⻹ҪŵͲŮ˭Ըֲ˲ӡ

Цǰϡ

ƽڽ˵ һоʱϰ˵ѧһ϶ѧڶ϶ SexҵʱŰɣŷǧȷ룬һѴˣд书⣬ʱ̸ʲôģߵˣܾѧϵdzɶѵɫÿ첻ҵ̸Ůˣԭ򡣡

˵ Դイһŵӵ Las Vegas ԺŷǶļŮʶĴ󲿷ֽͬ£ƣѵӶ Caltech ϵҵIJɣ

ƽЦ˵ ¶ǷԼģΪ˸ԼIJΪԲѧϵȻɫ̸ֽ࣬һɻ֣˵˾㣳 ԭܼ򵥣ÿ춼⣬ʵڲ̫ʱ䡣ǽ͵С¡ ڶʱһձʦ֣ѧúãΪǫ񣬺ǹϵܺá һʱùЩʦЩ룬͵ѧУľưȥDzȻĹ˸ƯİŮôλϵȥ˼ҷձʦһ˹ϵﶫأô£ʦֱ˵ӻҪ paper أп죿Ǻǣʦֱ곡Ϸû뵽ײһģݣʦϵ˼£ȫϵΪЦ̸һζˣʦձҲϽˡ

4.
˵ ⵽жʦôߵŮ˶˲ˣ

ƽ˵ ذ the intoxicating feeling of sudden understanding Ӧýжɣһ˼˺ܾãͻȻһ˲ˣָоһСWeil ȽϹֿкԸ߳ʱĿУĽ߸ǧʱ䳤ͬԿǶʱģ(̎hȥʮ߂)˲ҲڼʮӣĿܳü졣ҵڹڵ˵ʲôᵱһɽСֻ֪Դޣʵ˵ֿУֻ˵ˡ

Ц˵ ˵ѧϵ˶ɫԵҲеġ

ƽ̾˵ イʵһּ飬һ޷ɽǰκθѧĶᣬ˵һֻּмΣڵѧϵƴӣҪûּûпܡƶȽֻ 40 µеģ 40 ϵ˲꣬иʲô飿ɶɷѾˣʱ۲ˣ̸ʲôѧ

֪ƽҲ 40 ˣҺͷƶȽҲֻDz˵ ֣ƶȽ֮⻹ Cole Wolf ˵ 40 IJˣܻЩɡ

ƽ˵ ֻ֪һ⣬ Grothendieck֮ 1982 ʱ Grothendieck ͻȻ 5 һд 1600 ҳ paper ļŷʱ 50 ͷˣ˲ѽ paper ıʲô The Long March Through Galois Theory Galois ۵ijôİɡ

СЩӣ˵ й˵һʣʷʣҲӲֻǶ˵һdzĹ£νΪijĿǧ࣬ȡʤ ҼǵμҲȽ˹һڵϽѵС˵Сǣ֪ʲôǴŦԼߵٴ߻Ȼأ

ƽڵͷ˵ ģ Grothendieck ԴȺĸų˵Ϊȫ˫ߵͬ࣬ԼģռͬࡣͨԼģռİǻֽʹȺãΪԵõ Q Ͼ Galois Ⱥľȷij

ЩΣƽЦ˵ ˣ̸ϸˣٸ˵ Grothendieck Űɡ֪ Grothendieck ʢʱ͹԰ѧ伣ˣʮǰϰոձҵ Rutgers ̣һڲԷʱϰȻ Grothendieck һ Rutgers ŮȳԷءϰŵȥк Grothendieck бۿʣ Ǹʲôģ ϰ˵εģ Grothendieck һ˵ ҶǶѾȤˣڸɸҪ¡ ϰĥҪ¾§ŮԷͺ˵ˡ

һϰ˵ǸŮ Grothendieck ȥˣֹһ࣬Ůıһճĺִӷܻ Rutgers Ŀףֻҵϰ Grothendieck ѾˣȻŮ˺Сѳ³·ϵİʯ

Ц˵ ·Ů˺ӣڵ󲿶ӵIJ̫֡

ƽЩ˵ ˵⺢Ѿ󣬴ӹҵˡ ʮһιȥ Grothendieck ҲûϢ˼ҵﳤҲһ˰ɡ

ʱ䲻ȥҹˣֻʣƹԶԶڲͷؿǣҿƽм⣬˵ ֣͵ɣǸ

ҹ羲Ȼˮû˵ߵ·ڻƽǻӻ֣Իȥˡ

Q. E. D.
���༭ʱ��: 2021-05-02 20:14:46

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