Hi,
On Fri, 31 Jul 1998, Anh Le wrote:
> To^i mo+'i chi? tha^'y da^n ky~ su+ tu.i to^i khen che^ co^ng nghe^.
> nu+o+'c na`y nu+o+'c no., co`n o+? mu+'c ddo^. ly' thuye^'t cao sie^u
> ma` vie^'t nhu+ ba'c thi` tha^'y lie^`u qua'. O+? nhu+~ng mu+'c ddo^.
> ddo' theo to^i hie^?u khoa ho.c dda~ la` kho^ng bie^n gio+'i, kho^ng
> da^n to^.c ro^`i, sao la.i ba('c ca'c vi. "Ba('c dda^?u" ddo' le^n ca^n
> ddo theo lu+o+.ng gia?i thu+o+?ng hay publication, hay pha^n bo^' theo
> dda^`u ngu+o+`i ddu+o+.c-:)).
Hehe ba'c hie^?u ho+i le^.ch va^'n dde^`. Tui dda^u co' y' so sa'nh
ca'c vi. "ba('c dda^?u" vo+'i nhau, vd. AM Kolmogorov (Rus) vs H. Poincare
(Fra) vs D. Hilbert (Ger), nhu+ng pha^n bo^' tre^n dda^`u ng` thi` co'
the^? la`m ngon :-) Ba'c ne^'u kho^ng bie^'t thi` ha~y ni.nh ba'c N V
Tua^'n dde^? ba'c a^'y chi? cho va`i ddu+o+`ng ve^` Statistics ma` ca^n
ddong ddo dde^'m :-)
My simple formulation is following: So^' lu+o+.ng ca'c ca' nha^n lo+'n
pha?i ty? le^. vo+'i so^' da^n to the \alpha power, where \alpha is
a number between 1 and 2. So mathematically speaking:
Population of Big Scientists
---------------------------- = Constant, where \alpha \in [1,2] ;
(Total Population)^\alpha
> Pha?i vie^'t theo kie^?u kha'c ba'c a...., ngay ca? vo+'i mailing
> list go^`m dda pha^`n sinh vie^n na`y, kho^ng bie^'t ba'c dda~ ddu?
> tri`nh ddo^. cho dde^` ta`i gay ca^'n ddo' chu+a?
Hehe, ba'c la.i hie^?u sai va^'n dde^` ru`i. Co' le~ ba'c ddi.nh cho+`
dde^'n nga`y tui nha^.n Nobel thi` ba'c mo+'i cho la` tui co' ddu?
tri`nh ddo^. dde^? dda'nh gia' ma^'y vi. "ba('c dda^?u cha(ng" ??
Hihi, 15-year boy school co' the^? co' y' nghi~ ta'o ba.o ho+n la` ma^'y
cu. Nobel winners gia` khu' dde^' ba'c a. :-( Tuo^?i tre? co' dynamics
cu?a no', coi tro+`i ba(`ng vung /ma` kho^ng ngo^`i dda'y gie^'ng dda^u
nhe' :-)/ cu~ng la` le~ de^~ hie^?u .
Cheers,
Iga
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