Re: Sa'ch o+? VN nha('c to+'i va`i VNSA members

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

Hi all

Thie^.t tho`i cho ba'c DDa`m So+n qua'. Kho^ng hie^?u do nha` ba'o
Ha`m Cha^u thie^n vi. bo.n hu? toa'n ho+n ma` ha^?y te^n ba'c ddi, hay
la` o^ng Ddo^~ gi` ddo' co' ha(`n thu` rie^ng gi` vo+'i ba'c ma` kho^ng
cho te^n ba'c va`o trong ba`i gio+'i thie^.u. Nhu+ng tho^i, tui co' ca^u
na`y dde^? an ui? ba'c So+n: "tha` hu+~u thu+.c vo^ danh co`n ho+n
hu+~u danh vo^ thu+.c". Nhu+ng kho^ng co' danh thi` ke^? ra ddo^i khi
cu~ng thie^.t tho`i ba'c a. (Hay la` ta la`m the^' na`y: dde^? tui
vie^'t
1 ba`i ve^` ba'c dda(ng le^n Nha^n da^n chu? nha^.t? Y' ba'c the^' na`o?
Tui tu+`ng 1 la^`n vie^'t ba`i le^n ba'o ddo' rui` dda^'y, ddu+o+.c
nhua^.n bu't 100 000 ha(?n hoi). No'i chuye^.n danh, tha^'y ba?o ca'i
danh Microsoft ba?n tha^n no' tri. gia' ca? ty? $, danh cu?a IBM cu~ng
va^.y ... Ta^`m co+~ VN kho^ng pha?i kho^ng ba'n ddu+o+.c danh dda^u
ba'c a. : tha^'y no'i ba'c Le^ Ba' Kha'nh Tri`nh su+ huynh cu?a tui chi?
ba'n
danh tho^i cu~ng ddu+o+.c ca? nga`n ddo^ 1 tha'ng (Ba'n the^' na`y:
Ma^'y trung ta^m da.y the^m luye^.n thi dda.i ho.c dda(ng qua?ng ca'o
la` co' ba'c Tri`nh da.y va` supervise ve^` ma(.t kie^'n thu+'c, ne^n
tu.i ho.c sinh nhao nhao ddi ho.c ma^'y trung ta^m ddo'. Ba'c Tri`nh
chi? da.y co' 1-2 buo^?i tho^i co`n ma^'y cha kha'c da.y la` chi'nh,
nhu+ng ba'c a^'y ddu+o+.c hu+o+?ng tie^`n "trade mark"). Ba'c DDa`o
Tro.ng Thi
ba'n danh co`n dda('t ho+n nhie^`u (ba'c Thi thi` thie^n ta`i vo^ ddi.ch
tui tuy cu`ng tha^`y nhu+ng co' khi pha?i phong ba'c a^'y le^n la`m su+
chu' su+ ba'c).

Ba'c Tie^'n co' ma^'y ca'ch "mua danh". Tui xin ba`n qua ve^` ca'ch
thu+'
ba: La^'y tie^`n mua danh. Ca'ch na`y ra^'t pho^? bie^'n, nhu+ng dde^? 
thu+.c hie^.n to^'t thi` pha?i cho no' va`o 1 loop:

 tie^`n > danh > tie^`n

quay vo`ng kho^ng ngu+`ng, nhu+ the^' mo+'i hy vo.ng co' ca? tie^`n 
la^~n danh. (nhu+ng tru+o+'c he^'t ba'c pha?i dda?o qua va`i cua 
business administration da~ ne^'u chu+a co', 
kho^ng thi` la`m kho^ng khe'o no' cha.y
theo spiral ngu+o+.c se~ ma^'t ca? chi` la^~ cha`i).

Co`n ca'i ca'ch la`m con gi` ddo^?i ma`u cu?a ba'c Tie^'n, thi` cha('c
pha?i "no^.i co^ng tha^m thu'y" la('m mo+'i cho+i ddu+o+.c. Chi? co'
ca'ch "Sang vi` vo+." dda^`u tie^n cu?a ba'c Tie^'n la`
kha? thi. Ba'c ne^n
nhanh nhanh thu+.c hie^.n ke^' ddo', dang co' tho+`i co+ co' co^ cha'u
ho. cu?a tui o+? cu`ng tru+o+`ng, cho+' ne^n bo? lo+~! 
(ba'c ddu+`ng co' ba?o tui la` tha^'y ngu+o+`i sang ba('c qua`ng la`m
ho. nhe'. Tui tuy gia ddi`nh ba^`n co^' no^ng tha^.t nhu+ng dda~ "sa^u
bo. le^n la`m ngu+o+`i" nhu+ ai ro^`i ba'c a.).

Ho^m nay la.i ma('c to^.i no'i nha?m ro^`i. Xin ca'c ba'c bo? qua' cho.
Xin ta(.ng ca'c ba'c the^m 1 ca^u cu?a Le^'u tu+? su+ to^?:

Chuo^.t dden hay tra('ng kho^ng quan tro.ng, 
mie^~n la` tra'nh ddu+o+.c me`o.