BAI GIANG CONG TAC XA HOI

chuyk tigp hay giai quygt su chgng dal, (4) giai doan lam vi@c hay sv gain
k4t va nang suSt, va (5) giai doan coaai hay cling c6 va lc& thtic.
Anderson (1997) can ra the giai doan va va'n dg nay sinh: (1) tit khi
thanh lap/nigm tin; (2) site manh va sq ki6m soat; (3) than thigt, wan gui;
(4) khac biet hod/ ski phu thutic Lan nhau va (5) sU chia tay/sU kat thUc. Reid
(1997) so sfinh the giai down phat tri6n cua nhom voi con ngUiii qua the buds
sau: (1) thai thd Su, (2) thai nign thie'u, (3) nguoi ldn, (4) che't.
Garland, Jones, va Kolodny (1976) dA dinh nghia cac giai doan nhtt
sau: (1) trade khi thanh lap va sac manh va su kidm sofit, (2) sU g5n gui va
ep khde bigt hofi (3) sr chia tay. Nhiing giai doan nay có thd duct xfic dinh
thanh the giai doan ban dau, tigp theo va kgt Ult. Bang 1 cung cap digu
cac giai doan phat trio'n ena
Chic giai doan
phat tri 'en
Reid (1997)
Garand, Jones,
& Kolodny
(1976)
fat au Tre thd Trutic khi thanh
lap, s(tc manh
va str kiern scat
Tier, theo Thu nien
Ngitdi Ion
Sg th8n thigh va
sir khac biet
Anderson
(1997)
Trade khi thanh
18p/ niem tin
Sot manh va sir
kigm soatl to tri
Stt than thief)/
Sir On gai
Ket thac Chet Chia tay Sg chia tay/ sit
kgt thtic
BANG 8.1. Cac giai doenphat trign ctia nhom
300
Corey (2004)
Tat& nh6m
hay cac van a
trutc khi thanh
i .e. !) nhom
Giai doan tau
lien hay dinh
Wang va
kham pha
Giai doan
chuyen beg
hay giSi guyet
sg cheng d6i
Giai doan lam
viec hay ggn
ket va nang
stilt
Giai doan cuei
hay song co' va
ket that