Re: Plato problem

[Nguyen Tien Zung <tienzung@darboux.math.univ-montp2.fr>]

Hi ba'c Tua^'n (jp)

> Na`y, ca'ch dda^y kho^ng la^u to+' ddo.c interview cu?a Fomenko trong "Vestnik
> academi nauk" thi` hi`nh nhu+ o^. ta co' no'i ddo.an o^. ta co`n la`m gi`
> ra^'t tre?  sau khi ddu+o+.c doctor, kho^ng pha?i chlen-korr a`? Co' le~ to+'
> xem la.i va^.y.
> T.
> 

Theo nha\ em nho+' thi\ Fomenko sau khi ba?o ve^. Dr. (na(m 73?)
thi\ ddu+o+.c mo+\i ba'o ca'o ta.i ICM 74 (International
Congress of Mathematicians, ca'i congress lo+'n nha^'t cu?a toa'n)
o+? Vancouver (?). Co' the^? la\ ca'i ddo' cha(ng? 
O^ng Fomenko sau ddo' i('t la^u cu~ng u+'ng cu+? Academik ngay 
(kho^ng the\m qua chlen-corr !) nhu+ng tru+o+.t.
Ve^\ sau o^ng ta ru't kinh nghie^.m, qua chlen-corr, ne^n dde^'n dda^\u
nhu+~ng na(m 90 thi\ ddu+o+.c va\o (qua~ng cu`ng ddo+.t Arnold !)
Ba'c co' nho+' ba\i vie^'t co' nhu+~ng gi\ thi\ ke^? cho em vo+'i
Em cha('c chu+a ddu+o+.c ddo.c ba\i ddo'. Merci.

Z