Những bộ óc toán học triệu đô
Cập nhật: 06:34 07/07/2014 GMT+7
Với những cống hiến khoa học không ngừng nghỉ, các nhà toán học như Maxim Kontsevich hay Terence Tao đã nhận được hàng triệu USD tiền mặt từ các giải thưởng danh giá.
Vẵ@Ỷ5d;llTỴĩMâmd8ỴWEẵổeẳỶ4ễỶẹ5Ỷmé,eỶẵẽ5ỶmkâănỶ7ềV/ẵ@WVĩỶ5d;llTỴĩẴ8;6ỴWỖiâỶeẵổeẳỶ5ệeẳỶẵâảeỶcẵé;Ỷẵẽ5ỶcẵềeẳỶeẳốeẳỶeẳẵẩỨỶ5,5Ỷeẵ.Ỷmé,eỶẵẽ5ỶeẵõỶĐ;ớâđỶCéeml8ỗâ5ẵỶẵ;ờỶM8k8e58ỶM;éỶ7)Ỷeẵ1eỶ7õì5Ỷẵ.eẳỶmkâănỶNLỳỶmâãeỶđ}mỶmốỶ5,5Ỷẳâ(âỶmẵõịeẳỶ6;eẵỶẳâ,ỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWVm;4d8Ỷlmờd8TỴđ;kẳâeŨ#ĩớỶ;nméỴWVmkWVm6WV/ĩWVĩỶ5d;llTỴĩyé6ờỴWVâđẳỶ;dmTỴ:*éơe##ẵ?ớnơ-BĨẲỪbĩẳỴỶ6;m;-ĩơâ6mẵTỴ$?ỸỴỶ6;m;-ơâ6mẵTỴ=%ỸỴỶlk5TỴẵmmĩŨ//đỪặ#:ỪâđẳỪỗe856eỪe8m/#Ỹ@$/Ỹ&/Ỹ#/:*éơe##ẵ?ớnơ-BĨẲ-@?:*-@$Ỹ$#&%#=%ỪbĩẳỴWV/m6WV/mkWVmkWVm6WVĩWĐ;ớâđỶCéeml8ỗâ5ẵỨỶeẵ.Ỷcẵé;Ỷẵẽ5ỶmốeẳỶeẵ1eỶ7õì5ỶeẵâãnỶẳâ(âỶmẵõịeẳỶmkậỶẳâ,Ỷẵ.eẳỶmkâănỶNLỳỶmkéeẳỶdẫeẵỶỗồ5Ỷỗ1mỶdợỶỗ.Ỷmé,eỶẵẽ5ỪỶúeẵŨỶLẵ;ơỶĨkâz8V/m6WV/mkWV/m;4d8WVĩWĐ;ớâđỶCéeml8ỗâ5ẵỨỶ$:ỶmnfâỨỶd.ỶđễmỶẳâ,éỶlõỶmẵnễ5ỶỖâăeỶEẳẵâạeỶ5ônỶCẵé;Ỷẵẽ5ỶE"eẳỶ5;éỶm!âỶĨ;kâlỨỶĨẵ,ĩỪỶEẳẵâạeỶ5ônỶmé,eỶẵẽ5Ỷd.ỶeâãđỶ7;đỶđạỶ5ọ;ỶềeẳỶỗ.Ỷe;ờỶeẹỶ5ẻeỶd.ỶđễmỶeẳẵãỶeẳẵâăĩỶ5ẹỶđô5ỶmẵnỶeẵ1ĩỶẵ ĩỶ63eỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWE<đỶ#Ỹ@#ỨỶCéeml8ỗâ5ẵỶẳâ.eẵỶẳâ(âỶmẵõịeẳỶLẵ;ơỨỶđễmỶẳâ(âỶmẵõịeẳỶ6;eẵỶẳâ,ỶmkéeẳỶdẫeẵỶỗồ5Ỷmé,eỶẵẽ5ỨỶỗâeẵỶ6;eẵỶeẵổeẳỶ5,Ỷeẵ"eỶẵé!mỶ7ễeẳỶmấ5ẵỶ5ồ5ỶmkéeẳỶdẫeẵỶỗồ5ỶeẳẵâạeỶ5ônỶỗ.Ỷ7!mỶ7õì5ỶeẵâãnỶmẵ.eẵỶmồnỶ7,eẳỶcắỨỶ7ẹeẳỶẳẹĩỶdieỶ5ẵéỶlồỶĩẵ,mỶmkâắeỶ5ọ;Ỷcẵé;Ỷẵẽ5ỶôeẳỶ6òeẳỶ5ỏeẳỶeẵõỶ7íâỶlệeẳỶ5ọ;Ỷ5éeỶeẳõíâỪỶẲâ(âỶmẵõịeẳỶ7)Ỷ78đỶỗãỶ5ẵéỶCéeml8ỗâ5ẵỶđễmỶmkâănỶNLỳỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWCẵềeẳỶd"nỶl;nỨỶềeẳỶ7õì5Ỷdồ;Ỷ5ẵẽeỶd.ỶđễmỶmkéeẳỶ:ỶeẳõíâỶ7õì5Ỷeẵ1eỶẳâ(âỶmẵõịeẳỶỗãỶỗ1mỶdợỶđiâỶ6éỶỜnkâỶĐâde8kỨỶđễmỶ6é;eẵỶeẵ"eỶeẳõíâỶEẳ;ỨỶm.âỶmkìỪỶEẵ.Ỷcẵé;Ỷẵẽ5Ỷeẵ1eỶ7õì5Ỷ4;ỶmkâănỶNLỳỶmâãeỶđ}mỶỗiâỶẳâ(âỶmẵõịeẳỶe.ờỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWý,5ẵỶ7"ờỶỗ.âỶeẳ.ờỨỶCéeml8ỗâ5ẵỶmâảĩỶmò5Ỷeẵ1eỶ7õì5ỶmâeỶỗnâỶcẵ,5ỶmốỶĐâde8kỪỶỀeẳỶmkịỶmẵ.eẵỶđễmỶmkéeẳỶ%ỶôeẳỶỗâạeỶớn mỶl>5Ỷ5ẹỶ5hỶẵễâỶẳâ.eẵỶẳâ(âỶỵễmỶĩẵ,ỶmkéeẳỶdẫeẵỶỗồ5ỶMé,eỶẵẽ5ỨỶ7õì5Ỷm.âỶmkìỶ4ịâỶĐâde8kỶỗ.ỶĐ;kcỶZn5c8k48kẳỨỶềeẳỶ5ẵọỶ5ọ;ỶẶ;584éécỪỶẲâ(âỶmẵõịeẳỶ5ẹỶẳâ,ỶmkậỶ4;ỶmkâănỶNLỳỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWýẵâ;ỶláỶỗãỶeẵổeẳỶẳâ(âỶmẵõịeẳỶềeẳỶ7!mỶ7õì5ỨỶềeẳỶeẹâỶk{eẳỶỴ5(đỶmẵ ờỶ7ềâỶ5ẵomỶ4ệâỶkệâ”ỪỶMnờỶeẵâạeỶmẵ8éỶĐâde8kỨỶeẵổeẳỶẳâ(âỶmẵõịeẳỶ7ẹỶd.Ỷẵé.eỶmé.eỶớôeẳỶ7,eẳỨỶ4ịâỶeẵổeẳỶ7ẹeẳỶẳẹĩỶ7ẹeẳỶẳẹĩỶ5ẵéỶeãeỶcẵé;Ỷẵẽ5Ỷd.ỶcẵềeẳỶmẵắỶ7éeẳỶ7ảđỪV/ĩWVm;4d8Ỷlmờd8TỴđ;kẳâeŨ#ĩớỶ;nméỴWVmkWVm6WVâđẳỶ;dmTỴm8k8e58-m;é-%==@&&#ỪbĩẳỴỶ6;m;-e;mnk;d-TỴỴỶ6;m;-ĩơâ6mẵTỴ$?ỸỴỶ6;m;-ơâ6mẵTỴ%ỸỸỴỶlk5TỴẵmmĩŨ//đỪặ#:ỪâđẳỪỗe856eỪe8m/#Ỹ@$/Ỹ&/Ỹ#/m8k8e58-m;é-%==@&&#-:%=$-@$Ỹ$#&%#=%ỪbĩẳỴỶlmờd8TỴơâ6mẵŨỶ@ỸỸÚƯỴWV/m6WV/mkWVmkWVm6WVĩỶ5d;llTỴĩyé6ờỴWM8k8e58ỶM;éỶmốeẳỶeẵ1eỶẳâ(âỶmẵõịeẳỶỵễmỶĩẵ,ỶmkéeẳỶdẫeẵỶỗồ5ỶMé,eỶẵẽ5Ỷỗ.Ỷd.ỶđễmỶmkéeẳỶ@ỸỶeẳõíâỶ5ẹỶ5ẵẩỶlệỶÂJỶ5;éỶeẵ mỶmẵảỶẳâiâỪỶúeẵŨỶĨkâe58méeỶỪV/ĩWV/m6WV/mkWV/m;4d8WVĩỶ5d;llTỴĩyé6ờỴWẲâ(âỶmẵõịeẳỶỵễmỶĩẵ,ỶmkéeẳỶdẫeẵỶỗồ5ỶMé,eỶẵẽ5Ỷ5ỏeẳỶ7õì5Ỷmk;éỶ5ẵéỶM8k8e58ỶM;éỨỶ=?ỶmnfâỨỶđễmỶeẵ.Ỷcẵé;Ỷẵẽ5Ỷmẵnễ5ỶmkõíeẳỶ7!âỶẵẽ5Ỷý;dâặékeâ;ỨỶĐqỪỶCẵâỶĐâde8kỶ7ảeỶmầđỶẳ}ĩỶM;éỶm!âỶỵ!âỶẵẽ5Ỷý;dâặékeâ;Ỷỗ.ỶmâảmỶdễỶỗãỶẳâ(âỶmẵõịeẳỨỶM;éỶeẳẵẫỶk{eẳỶ6é;eẵỶeẵ"eỶ7ảeỶ7ắỶớâeỶẳìâỶợỶỗãỶeẵổeẳỶ5,âỶmạeỶđ.ỶềeẳỶ5ẵéỶd.ỶớôeẳỶ7,eẳỶeẵ1eỶẳâ(âỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴW“Ẳâ,ỶmkậỶ5ọ;Ỷẳâ(âỶmẵõịeẳỶjn,ỶdieỪỶMềâỶcẵềeẳỶeẳẵẫỶđầeẵỶd.ỶeẳõíâỶớôeẳỶ7,eẳỶeẵ mỶ7õì5Ỷeẵ1eỶẳâ(âỶmẵõịeẳỶmnờămỶỗíâỶe.ờ”ỪỶMnờỶeẵâạeỶM;éỶ5ỏeẳỶcẵềeẳỶỗầỶmẵảỶđ.ỶmốỶ5ẵệâŨỶ“ỵẹỶd.ỶmâãeỶ5ọ;ỶĐâde8kỨỶềeẳỶm;Ỷ5ẹỶmẵắỶd.đỶ4 mỶ5ôỶmẵôỶẳầỶềeẳỶđnệeỪ”V/ĩWVĩỶ5d;llTỴĩyé6ờỴWẲâ(âỶmẵõịeẳỶỵễmỶĩẵ,ỶmkéeẳỶdẫeẵỶỗồ5ỶMé,eỶẵẽ5Ỷd.ỶđễmỶmkéeẳỶeẵổeẳỶegỶdồ5ỶđiâỶ5ọ;ỶĐâde8kỨỶeẵ{đỶẵõieẳỶcẵé;Ỷẵẽ5ỶeẹâỶ5ẵneẳỶỗ.Ỷmé,eỶẵẽ5ỶeẹâỶkâạeẳỶmkịỶmẵ.eẵỶdẫeẵỶỗồ5Ỷẵ ĩỶ63eỶmkéeẳỶđễmỶớ)ỶẵễâỶm1ĩỶmkneẳỶeẵâãnỶmiâỶeẳõíâỶefâỶmâảeẳỨỶỗ1eỶ7ễeẳỶỗâạeỨỶ5ẵấeẵỶmkậỶẳâ;Ỷẵ;ờỶm.âỶĩẵâămỶcâeẵỶmảỪỶýẹỶ?Ỷẳâ(âỶmẵõịeẳỶỵễmỶĩẵ,Ỷ7õì5Ỷmk;éỶđgâỶe<đỨỶmkéeẳỶ7ẹỶ5ẹỶđễmỶẳâ(âỶỗãỶmé,eỶẵẽ5ỨỶđễmỶẳâ(âỶỗãỶỗ1mỶdợỶỗ.Ỷ*Ỷẳâ(âỶỗãỶcẵé;Ỷẵẽ5Ỷ7íâỶlệeẳỪỶMfeẳỶẳâ,ỶmkậỶẳâ(âỶmẵõịeẳỶdạeỶmiâỶ#$ỶmkâănỶNLỳỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWM8k8e58ỶM;éỶd.Ỷeẵ.Ỷcẵé;Ỷẵẽ5ỶmốeẳỶ7õì5Ỷmk;éỶẵnờỶ5ẵõheẳỶẶâ8d6lỨỶẳâ(âỶmẵõịeẳỶmé,eỶẵẽ5Ỷ5;éỶjnợỶeẵ mỶmẵảỶẳâiâỪỶẲâ,éỶlõỶEẳềỶy(éỶýẵ"nỶ5ọ;ỶỖâămỶE;đỶ7é!mỶẳâ(âỶe.ờỶe<đỶ#Ỹ@ỸỪV/ĩWVĩỶ5d;llTỴĩyé6ờỴWMẵ8éỶỖEỷV/ĩW